tag:blogger.com,1999:blog-32186417169412147472024-03-13T05:23:54.218-07:00Matahari IndonesiakuSita Rahmahhttp://www.blogger.com/profile/12298002931395331640noreply@blogger.comBlogger32125tag:blogger.com,1999:blog-3218641716941214747.post-8426210013799231872022-10-12T10:49:00.007-07:002022-10-12T10:50:51.021-07:00Behind the Classic Old Macdonald Song<p> https://americansongwriter.com/the-meaning-behind-the-classic-nursery-rhyme-old-macdonald-had-a-farm/</p><p><br /></p><p>Will come back soon!</p>Sita Rahmahhttp://www.blogger.com/profile/12298002931395331640noreply@blogger.com0tag:blogger.com,1999:blog-3218641716941214747.post-34800711479505835902022-10-09T10:28:00.002-07:002022-10-09T10:28:54.150-07:00Yoga and Preschool <p> </p><h2 class="hoot-post" id="why-preschool-yoga" style="background: rgb(255, 255, 255); border: 0px; box-sizing: border-box; line-height: 2.4rem; margin: 0px 0px 1.38rem; outline: 0px; padding: 0px; text-size-adjust: 100%; vertical-align: baseline;"><p class="MsoNormal" style="background: white; font-family: Inter, Helvetica, Arial, Lucida, sans-serif; letter-spacing: 1px; line-height: normal; text-align: justify; vertical-align: baseline;"><span style="color: black; font-family: "Times New Roman", serif; letter-spacing: 0.75pt;"><span style="font-size: small;">Yoga
and Preschool<span style="font-weight: normal;"><o:p></o:p></span></span></span></p>
<p class="MsoNormal" style="background: white; font-family: Inter, Helvetica, Arial, Lucida, sans-serif; letter-spacing: 1px; line-height: normal; text-align: justify; vertical-align: baseline;"><span style="color: black; font-family: "Times New Roman", serif; font-weight: normal; letter-spacing: 0.45pt;"><span style="font-size: small;">Regular
yoga and mindfulness practice can be a tool that can teach us how to deal with
life’s demands in a calm and centered way.</span></span></p><p class="MsoNormal" style="background: white; font-family: Inter, Helvetica, Arial, Lucida, sans-serif; letter-spacing: 1px; line-height: normal; text-align: justify; vertical-align: baseline;"><span style="font-size: small; font-weight: normal;"><span style="font-family: "Times New Roman", serif; letter-spacing: 0.45pt;">By doing
in Yoga in preschool, we are empowering our children to learn to be resilient
at an earlier age. The earlier we start something, the more opportunities we
will have to practice. </span><span style="font-family: "Times New Roman", serif; letter-spacing: 0.45pt;"> </span></span></p>
<p class="MsoNormal" style="background: white; font-family: Inter, Helvetica, Arial, Lucida, sans-serif; letter-spacing: 1px; line-height: normal; margin-bottom: 0in; text-align: justify; vertical-align: baseline;"><span style="color: black; font-family: "Times New Roman", serif; font-weight: normal; letter-spacing: 0.75pt;"><span style="font-size: small;">1.
Physical Benefits of Preschool Yoga<o:p></o:p></span></span></p>
<ul style="font-family: Inter, Helvetica, Arial, Lucida, sans-serif; letter-spacing: 1px; margin-top: 0in;" type="square">
<li class="MsoNormal" style="color: black; line-height: normal; margin-bottom: 0in; mso-list: l2 level1 lfo1; mso-outline-level: 3; tab-stops: list .5in; text-align: justify; vertical-align: baseline;"><span style="font-family: "Times New Roman", serif; font-weight: normal; letter-spacing: 0.45pt;"><span style="font-size: small;">A regular yoga practice improves physical fitness.
It also boosts the immune system and helps muscles and organs to function
at optimal levels.<o:p></o:p></span></span></li>
<li class="MsoNormal" style="color: black; line-height: normal; margin-bottom: 0in; mso-list: l2 level1 lfo1; mso-outline-level: 3; tab-stops: list .5in; text-align: justify; vertical-align: baseline;"><span style="font-family: "Times New Roman", serif; font-weight: normal; letter-spacing: 0.45pt;"><span style="font-size: small;">Yoga cultivates core strength which helps increase
balance and flexibility. It can also help maintain and improve a person’s
posture.<o:p></o:p></span></span></li>
</ul>
<p class="MsoNormal" style="background: white; font-family: Inter, Helvetica, Arial, Lucida, sans-serif; letter-spacing: 1px; line-height: normal; margin-bottom: 0in; text-align: justify; vertical-align: baseline;"><span style="color: black; font-family: "Times New Roman", serif; font-weight: normal; letter-spacing: 0.75pt;"><span style="font-size: small;">2.
Emotional Benefits of Preschool Yoga<o:p></o:p></span></span></p>
<ul style="font-family: Inter, Helvetica, Arial, Lucida, sans-serif; letter-spacing: 1px; margin-top: 0in;" type="square">
<li class="MsoNormal" style="color: black; line-height: normal; margin-bottom: 0in; mso-list: l0 level1 lfo2; mso-outline-level: 3; tab-stops: list .5in; text-align: justify; vertical-align: baseline;"><span style="font-family: "Times New Roman", serif; font-weight: normal; letter-spacing: 0.45pt;"><span style="font-size: small;">Practicing yoga and mindfulness helps empower
children to manage and regulate their emotions.<o:p></o:p></span></span></li>
<li class="MsoNormal" style="color: black; line-height: normal; margin-bottom: 0in; mso-list: l0 level1 lfo2; mso-outline-level: 3; tab-stops: list .5in; text-align: justify; vertical-align: baseline;"><span style="font-family: "Times New Roman", serif; font-weight: normal; letter-spacing: 0.45pt;"><span style="font-size: small;">Yoga helps children to be less reactive, and more
mindful, in their thoughts, words and actions.<o:p></o:p></span></span></li>
</ul>
<p class="MsoNormal" style="background: white; font-family: Inter, Helvetica, Arial, Lucida, sans-serif; letter-spacing: 1px; line-height: normal; margin-bottom: 0in; text-align: justify; vertical-align: baseline;"><span style="color: black; font-family: "Times New Roman", serif; font-weight: normal; letter-spacing: 0.75pt;"><span style="font-size: small;">3.
Intellectual Benefits of Preschool Yoga<o:p></o:p></span></span></p>
<ul style="font-family: Inter, Helvetica, Arial, Lucida, sans-serif; letter-spacing: 1px; margin-top: 0in;" type="square">
<li class="MsoNormal" style="color: black; line-height: normal; margin-bottom: 0in; mso-list: l1 level1 lfo3; mso-outline-level: 3; tab-stops: list .5in; text-align: justify; vertical-align: baseline;"><span style="font-family: "Times New Roman", serif; font-weight: normal; letter-spacing: 0.45pt;"><span style="font-size: small;">Yoga and mindfulness are effective ways to promote
healthy brain development and function.<o:p></o:p></span></span></li>
<li class="MsoNormal" style="color: black; line-height: normal; margin-bottom: 0in; mso-list: l1 level1 lfo3; mso-outline-level: 3; tab-stops: list .5in; text-align: justify; vertical-align: baseline;"><span style="font-family: "Times New Roman", serif; font-weight: normal; letter-spacing: 0.45pt;"><span style="font-size: small;">Children who practice mindfulness are better able to
focus and concentrate. These traits have been linked to future success in
school and beyond.<o:p></o:p></span></span></li>
</ul>
<p class="MsoNormal" style="background: white; font-family: Inter, Helvetica, Arial, Lucida, sans-serif; letter-spacing: 1px; line-height: normal; margin-bottom: 0in; text-align: justify; vertical-align: baseline;"><span style="color: black; font-family: "Times New Roman", serif; font-weight: normal; letter-spacing: 0.75pt;"><span style="font-size: small;">4.
Mental Health Benefits of Preschool Yoga<o:p></o:p></span></span></p>
<ul style="font-family: Inter, Helvetica, Arial, Lucida, sans-serif; letter-spacing: 1px; margin-top: 0in;" type="square">
<li class="MsoNormal" style="color: black; line-height: normal; margin-bottom: 0in; mso-list: l3 level1 lfo4; mso-outline-level: 3; tab-stops: list .5in; text-align: justify; vertical-align: baseline;"><span style="font-family: "Times New Roman", serif; font-weight: normal; letter-spacing: 0.45pt;"><span style="font-size: small;">Kids who practice yoga have an increased awareness
of self and their place in the world. Yoga teaches people to learn how to
listen to their bodies and their minds. It also teaches how to learn to
trust their inner voice.<o:p></o:p></span></span></li>
<li class="MsoNormal" style="color: black; line-height: normal; margin-bottom: 0in; mso-list: l3 level1 lfo4; mso-outline-level: 3; tab-stops: list .5in; text-align: justify; vertical-align: baseline;"><span style="font-family: "Times New Roman", serif; font-weight: normal; letter-spacing: 0.45pt;"><span style="font-size: small;">Yoga teaches children to learn how to listen to
their bodies and their minds. It also teaches them how to learn to trust
their inner voice. This trust makes future obstacles easier to overcome.<o:p></o:p></span></span></li>
<li class="MsoNormal" style="color: black; line-height: normal; margin-bottom: 0in; mso-list: l3 level1 lfo4; mso-outline-level: 3; tab-stops: list .5in; text-align: justify; vertical-align: baseline;"><span style="font-family: "Times New Roman", serif; font-weight: normal; letter-spacing: 0.45pt;"><span style="font-size: small;">Practicing yoga and mindfulness helps children
develop stress reduction strategies. Mindfulness teaches kids to use the
breath to calm the mind and body. And by practicing these skills on the
mat, kids are more likely to apply these techniques when they step off
their mats.<o:p></o:p></span></span></li>
</ul>
<p class="MsoNormal" style="background: white; font-family: Inter, Helvetica, Arial, Lucida, sans-serif; letter-spacing: 1px; line-height: normal; margin-bottom: 0in; text-align: justify; vertical-align: baseline;"><span style="color: black; font-family: "Times New Roman", serif; font-weight: normal; letter-spacing: 0.75pt;"><span style="font-size: small;">5.
Social Benefits of Preschool Yoga<o:p></o:p></span></span></p>
<ul style="margin-top: 0in;" type="square">
<li class="MsoNormal" style="line-height: normal; margin-bottom: 0in; text-align: justify; vertical-align: baseline;"><span style="font-size: small;"><span style="font-family: Times New Roman, serif;"><span style="font-weight: normal; letter-spacing: 0.45pt;">Yoga/Mindfulness teaches kids about </span><span style="font-weight: 400; letter-spacing: 0.6px;">non-judgmental</span><span style="font-weight: normal; letter-spacing: 0.45pt;"> compassion for their present-self. In addition, kids who can show
self-compassion are more likely to do the same for others. This increases
the likelihood of better conflict resolution. It might even lead to a
willingness to understand other viewpoints.<o:p></o:p></span></span></span></li>
</ul><br /></h2>Sita Rahmahhttp://www.blogger.com/profile/12298002931395331640noreply@blogger.com0tag:blogger.com,1999:blog-3218641716941214747.post-63663106654549284032021-09-21T09:26:00.004-07:002021-09-21T09:26:46.393-07:00How Maria Montessori's Model Met the Moment<p><span style="font-size: large;"> How Maria Montessori's Model Met the Moment</span></p><p></p><div style="text-align: left;"><div class="separator" style="clear: both; text-align: center;"><a href="https://1.bp.blogspot.com/-I41Mnra5vlE/YUoFw7htX5I/AAAAAAAAXN8/b6v8S4qptmA4aboW3knYCHZu2zviyHsRwCLcBGAsYHQ/s640/2086.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="427" data-original-width="640" height="205" src="https://1.bp.blogspot.com/-I41Mnra5vlE/YUoFw7htX5I/AAAAAAAAXN8/b6v8S4qptmA4aboW3knYCHZu2zviyHsRwCLcBGAsYHQ/w225-h205/2086.jpg" width="225" /></a></div><a href="https://1.bp.blogspot.com/-AXLJy1NIgZs/YUoFw4x52hI/AAAAAAAAXOA/HtleyBH5lAY-9pFkB4tGIHZybgVKT2RwQCLcBGAsYHQ/s640/2069.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em;"></a><a href="https://1.bp.blogspot.com/-mLXg39Meoss/YUoFwy3fNVI/AAAAAAAAXN4/8U9wPVpYzS4jF1ye50-B3m0PQfbE3UkaQCLcBGAsYHQ/s640/2079.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="640" data-original-width="480" height="200" src="https://1.bp.blogspot.com/-mLXg39Meoss/YUoFwy3fNVI/AAAAAAAAXN4/8U9wPVpYzS4jF1ye50-B3m0PQfbE3UkaQCLcBGAsYHQ/w150-h200/2079.jpg" width="150" /></a><img border="0" data-original-height="372" data-original-width="640" height="198" src="https://1.bp.blogspot.com/-AXLJy1NIgZs/YUoFw4x52hI/AAAAAAAAXOA/HtleyBH5lAY-9pFkB4tGIHZybgVKT2RwQCLcBGAsYHQ/w254-h198/2069.jpg" width="254" /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><span style="-webkit-font-smoothing: antialiased !important; box-sizing: inherit; color: #333333; display: inline-block; font-family: Circular; font-size: 16px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px !important; vertical-align: bottom;"><br /></span><p></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://1.bp.blogspot.com/-3Ggmdd4qDrU/YUoFx-DDLAI/AAAAAAAAXOE/B4naSIfI39ohWo9f_UwBiZWU11yxMaE7QCLcBGAsYHQ/s867/2141.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="660" data-original-width="867" height="265" src="https://1.bp.blogspot.com/-3Ggmdd4qDrU/YUoFx-DDLAI/AAAAAAAAXOE/B4naSIfI39ohWo9f_UwBiZWU11yxMaE7QCLcBGAsYHQ/w225-h265/2141.jpg" width="225" /></a><a href="https://1.bp.blogspot.com/-3Ggmdd4qDrU/YUoFx-DDLAI/AAAAAAAAXOE/B4naSIfI39ohWo9f_UwBiZWU11yxMaE7QCLcBGAsYHQ/s867/2141.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><span style="-webkit-font-smoothing: antialiased !important; box-sizing: inherit; color: #333333; display: inline-block; font-family: Circular; font-size: 16px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px !important; text-align: left; vertical-align: bottom;">By </span><span style="background-color: white; color: #333333; font-family: Circular; font-size: 16px; text-align: left;"> </span></a><a href="https://www.newamerica.org/our-people/elise-franchino/" style="-webkit-font-smoothing: antialiased !important; box-sizing: inherit; display: inline-block; font-family: inherit; font-size: inherit; font-weight: inherit; line-height: inherit; margin-bottom: 0px; margin-top: 0px; overflow: hidden; padding-bottom: 1px; position: relative; text-align: left; text-decoration: inherit; text-shadow: rgba(51, 51, 51, 0.004) 1px 1px 1px; top: 1px; vertical-align: bottom;"><span style="-webkit-font-smoothing: antialiased !important; box-sizing: inherit; position: relative; z-index: 1;">Elise Franchino</span></a></div><p></p><h6 class="post-body__date margin-10" style="-webkit-font-smoothing: antialiased !important; background-color: white; box-sizing: inherit; color: #333333; font-family: Circular; font-size: 0.9375rem; font-weight: 400; line-height: 1.125rem; margin-bottom: 10px !important; margin-top: 10px !important; text-shadow: rgba(51, 51, 51, 0.004) 1px 1px 1px;">April 5, 2021</h6><div class="block-paragraph" style="-webkit-font-smoothing: antialiased !important; background-color: white; box-sizing: inherit; color: #333333; font-family: Circular; font-size: 16px;"><div class="rich-text" style="-webkit-font-smoothing: antialiased !important; box-sizing: inherit; font-family: Lyon; font-size: 1.125rem; line-height: 1.9rem; text-rendering: optimizelegibility !important;"><p style="-webkit-font-smoothing: antialiased !important; box-sizing: inherit; font-size: 1.125rem; line-height: 1.9rem; margin-bottom: 25px; margin-top: 25px; text-rendering: optimizelegibility !important; text-shadow: rgba(51, 51, 51, 0.004) 1px 1px 1px;">The coronavirus pandemic created an abrupt shift in education when it swept across the globe last spring, but one model of early learning, whose foundational principles date back over one hundred years, was primed for the moment.</p><p style="-webkit-font-smoothing: antialiased !important; box-sizing: inherit; font-size: 1.125rem; line-height: 1.9rem; margin-bottom: 25px; margin-top: 25px; text-rendering: optimizelegibility !important; text-shadow: rgba(51, 51, 51, 0.004) 1px 1px 1px;">The <a href="https://www.britannica.com/topic/Montessori-schools" style="-webkit-font-smoothing: antialiased !important; box-sizing: inherit; color: #2ebcb3; font-size: inherit; font-weight: 700; line-height: inherit; text-decoration-line: none; text-shadow: rgba(51, 51, 51, 0.004) 1px 1px 1px;">Montessori method</a> is based on the tenets put forth by Maria Montessori, an Italian physician and educator, in her 1914 <a href="https://www.gutenberg.org/files/29635/29635-h/29635-h.htm" style="-webkit-font-smoothing: antialiased !important; box-sizing: inherit; color: #2ebcb3; font-size: inherit; font-weight: 700; line-height: inherit; text-decoration-line: none; text-shadow: rgba(51, 51, 51, 0.004) 1px 1px 1px;">handbook</a>, which depicted <a href="https://www.newamerica.org/education-policy/collections/ideal-learning-environment/" style="-webkit-font-smoothing: antialiased !important; box-sizing: inherit; color: #2ebcb3; font-size: inherit; font-weight: 700; line-height: inherit; text-decoration-line: none; text-shadow: rgba(51, 51, 51, 0.004) 1px 1px 1px;">ideal learning environments</a> for children ages three through six years old. Montessori programs are centered around the child. The environment is treated as the “Children’s House” and is carefully arranged with didactic materials that inspire self-guided learning, sensory play, and independence. Educators serve as guides and observe, rather than formally assess, learning, to further individualize children’s experience. Outdoor education and gardening play a critical role in the learning process, along with music, language, mathematics, self-care, and a commitment to children's freedom.</p><p style="-webkit-font-smoothing: antialiased !important; box-sizing: inherit; font-size: 1.125rem; line-height: 1.9rem; margin-bottom: 25px; margin-top: 25px; text-rendering: optimizelegibility !important; text-shadow: rgba(51, 51, 51, 0.004) 1px 1px 1px;">Early in the pandemic, like most schools, Montessori programs sharply pivoted to an all-virtual model, and Maria Montessori’s method encountered technology in previously unheard of ways. “Historically there was a little bit of resistance to the use of technology in the Montessori community,” explained Katie Brown, director of professional learning at the National Center for Montessori in the Public Sector. She continued, “Montessori is a very well-articulated pedagogy, and it's one that has been largely the same since Maria Montessori first wrote her curriculum, about 100 years ago. And so, prior to the widespread school closures and this pandemic, technology hadn't really permeated the Montessori world the way that it has in the rest of education.”</p><p style="-webkit-font-smoothing: antialiased !important; box-sizing: inherit; font-size: 1.125rem; line-height: 1.9rem; margin-bottom: 25px; margin-top: 25px; text-rendering: optimizelegibility !important; text-shadow: rgba(51, 51, 51, 0.004) 1px 1px 1px;">The resistance to technology was swiftly offset by necessity, and when Montessori schools went online, each program took a different approach. One school that found success with distance learning was Breakthrough Montessori Public Charter School in Washington, DC, which struck a balance between online and offline learning. According to Emily Hedin, executive director of Breakthrough Montessori PCS, students at the primary level, ages three through six years old, spend no more than 30 minutes at a time on Zoom. Many virtual lessons are taken directly out of the Montessori scope and sequence and last around 15 minutes, followed by periods of independent exploration offline.</p><p style="-webkit-font-smoothing: antialiased !important; box-sizing: inherit; font-size: 1.125rem; line-height: 1.9rem; margin-bottom: 25px; margin-top: 25px; text-rendering: optimizelegibility !important; text-shadow: rgba(51, 51, 51, 0.004) 1px 1px 1px;">To ensure equitable access to learning opportunities, Breakthrough Montessori PCS sent home teacher-created versions of quintessential <a href="https://www.gutenberg.org/files/29635/29635-h/29635-h.htm#page=14" style="-webkit-font-smoothing: antialiased !important; box-sizing: inherit; color: #2ebcb3; font-size: inherit; font-weight: 700; line-height: inherit; text-decoration-line: none; text-shadow: rgba(51, 51, 51, 0.004) 1px 1px 1px;">Montessori materials</a>, such as work rugs, sandpaper letters, the stamp game, and fabric frames for buttoning and zipping practice. “We've really tried to get creative about how do we bring those beautiful materials into the home, and how do we supply our students with enough hands-on materials that they can have self-guided work time that is not screen-based?,” said Hedin in an interview. The school has also ensured that all children receive items ranging from glue sticks, scissors, and Chromebooks, to child-sized furniture. Teachers encouraged families to set up a space in the home where children can have self-guided, independent play, as they would in a Montessori classroom.</p><p style="-webkit-font-smoothing: antialiased !important; box-sizing: inherit; font-size: 1.125rem; line-height: 1.9rem; margin-bottom: 25px; margin-top: 25px; text-rendering: optimizelegibility !important; text-shadow: rgba(51, 51, 51, 0.004) 1px 1px 1px;">Distance learning brought together families and educators in new and deeper partnerships that extend beyond the traditional “Montessori triangle,” which Brown described as the child, the adult, and the environment. Educators provided support to families establishing distance learning routines in the home, and helped parents foster children’s practical life skills like cleaning, gardening, self-care, and cooking. In a distance learning <a href="https://www.montessoripublic.org/2020/10/hands-on-learning-goes-virtual/" style="-webkit-font-smoothing: antialiased !important; box-sizing: inherit; color: #2ebcb3; font-size: inherit; font-weight: 700; line-height: inherit; text-decoration-line: none; text-shadow: rgba(51, 51, 51, 0.004) 1px 1px 1px;">survey</a> conducted by Brown and her colleagues last spring, Montessori educators cited the importance of forming closer relationships with families as one of the biggest shifts in their approach, and 65 percent expressed interest in maintaining family engagement moving forward.</p><p style="-webkit-font-smoothing: antialiased !important; box-sizing: inherit; font-size: 1.125rem; line-height: 1.9rem; margin-bottom: 25px; margin-top: 25px; text-rendering: optimizelegibility !important; text-shadow: rgba(51, 51, 51, 0.004) 1px 1px 1px;">Technology has also allowed Montessori communities to learn from one another in unprecedented ways. “Last spring, the Montessori community really joined together globally in a way that it never has before,” explained Sonya Hemmen, head of school at Ross Montessori School, in Carbondale, CO. “There were people in Asia who were offering webinars to the rest of us, because they had been teaching remotely for a month before us. And then there were schools within the U.S. also offering webinars and meetings, and really problem-solving together to do what we could that was best for our students’ health and safety as well as their educational needs.”</p><p style="-webkit-font-smoothing: antialiased !important; box-sizing: inherit; font-size: 1.125rem; line-height: 1.9rem; margin-bottom: 25px; margin-top: 25px; text-rendering: optimizelegibility !important; text-shadow: rgba(51, 51, 51, 0.004) 1px 1px 1px;">With this cooperative learning underway and a commitment to safety, Ross Montessori School opened at full capacity last fall. Hemmen cited mask-wearing as one of the biggest concerns initially expressed by staff and board members. Fears were quickly abated as educators used the Montessori model to teach mask-wearing and hand-washing protocols, and found that students were apt to comply. Brown explained that Montessori teachers are “well-positioned and well-prepared to explicitly teach skills like hand-washing,” which has long been one of the practical life skills taught in Montessori programs.</p><p style="-webkit-font-smoothing: antialiased !important; box-sizing: inherit; font-size: 1.125rem; line-height: 1.9rem; margin-bottom: 25px; margin-top: 25px; text-rendering: optimizelegibility !important; text-shadow: rgba(51, 51, 51, 0.004) 1px 1px 1px;">Similarly, Montessori students have always taken ownership of cleaning and caring for their learning environment. “We traditionally don't allow the children to see adults cleaning the rooms, because we want them to believe that it's their job, it's their environment,” said Ann Pilzner, Head of School at The Montessori School in Kalamazoo, MI. Schools are still embracing this practice, though most have an added layer of adult-directed cleaning, given the circumstances.</p><p style="-webkit-font-smoothing: antialiased !important; box-sizing: inherit; font-size: 1.125rem; line-height: 1.9rem; margin-bottom: 25px; margin-top: 25px; text-rendering: optimizelegibility !important; text-shadow: rgba(51, 51, 51, 0.004) 1px 1px 1px;">In the beginning of her <a href="https://www.gutenberg.org/files/29635/29635-h/29635-h.htm" style="-webkit-font-smoothing: antialiased !important; box-sizing: inherit; color: #2ebcb3; font-size: inherit; font-weight: 700; line-height: inherit; text-decoration-line: none; text-shadow: rgba(51, 51, 51, 0.004) 1px 1px 1px;">handbook</a>, Maria Montessori laid forth a vision of outdoor learning. “A garden which contains shelters is ideal because the children can play or sleep under them, and can also bring their tables out to work or dine. In this way they may live almost entirely in the open air, and are protected at the same time from rain and sun,” she wrote. Even in the cold Michigan weather, students at The Montessori School have been enjoying the garden, playground, pond, and wooded area on the school grounds, embracing Montessori’s philosophies while reducing viral exposure.</p><p style="-webkit-font-smoothing: antialiased !important; box-sizing: inherit; font-size: 1.125rem; line-height: 1.9rem; margin-bottom: 25px; margin-top: 25px; text-rendering: optimizelegibility !important; text-shadow: rgba(51, 51, 51, 0.004) 1px 1px 1px;">Schools engaged in distance learning also promoted outdoor exploration. Breakthrough Montessori’s educators have recommended activities like nature walks, bird watching, and leaf collection, while the High Desert Montessori Charter School in Reno, NV invited children to join in biweekly outdoor play groups for COVID-safe socialization when children were learning remotely.</p><p style="-webkit-font-smoothing: antialiased !important; box-sizing: inherit; font-size: 1.125rem; line-height: 1.9rem; margin-bottom: 25px; margin-top: 25px; text-rendering: optimizelegibility !important; text-shadow: rgba(51, 51, 51, 0.004) 1px 1px 1px;">Overall, most educators and school leaders have felt that their Montessori programs were able to stay true to Maria Montessori’s philosophy. In the aforementioned <a href="https://www.montessoripublic.org/2020/10/hands-on-learning-goes-virtual/" style="-webkit-font-smoothing: antialiased !important; box-sizing: inherit; color: #2ebcb3; font-size: inherit; font-weight: 700; line-height: inherit; text-decoration-line: none; text-shadow: rgba(51, 51, 51, 0.004) 1px 1px 1px;">survey</a>, two-thirds of teachers felt that they were able to uphold Montessori principles and values moderately to extremely well, a sentiment echoed by each of the school leaders I spoke with. According to Eric Perez, principal of High Desert Montessori, whose program has adopted distance, hybrid, and in person models, “We've been able to stay pretty much on par with most of our Montessori principles without having to make too many adjustments. I think, in the end, we've become a lot stronger because of this.”</p><p style="-webkit-font-smoothing: antialiased !important; box-sizing: inherit; font-size: 1.125rem; line-height: 1.9rem; margin-bottom: 25px; margin-top: 25px; text-rendering: optimizelegibility !important; text-shadow: rgba(51, 51, 51, 0.004) 1px 1px 1px;">As traditional schools strive to help students recover from this year’s disrupted learning in the coming months and years, Montessori programs may have valuable insights to share. “I think Montessori is really well-positioned to be a part of that recovery because of its emphasis on thinking of children as holistic individuals, and social-emotional development, and individualization, and multi-age classrooms. I think all of those tools are going to really help us when we bring children back into schools and try to put the pieces back together and help everyone move forward,” said Brown.</p><p style="-webkit-font-smoothing: antialiased !important; box-sizing: inherit; font-size: 1.125rem; line-height: 1.9rem; margin-bottom: 25px; margin-top: 25px; text-rendering: optimizelegibility !important; text-shadow: rgba(51, 51, 51, 0.004) 1px 1px 1px;">While the ways in which Montessori programs have reached students and families have had to adapt this year, Maria Montessori’s philosophy has prevailed. Her distinct model, centered on children’s individualized growth and development, proved it can withstand extraordinary circumstances and come out even stronger on the other side.</p></div></div>Sita Rahmahhttp://www.blogger.com/profile/12298002931395331640noreply@blogger.com0tag:blogger.com,1999:blog-3218641716941214747.post-17335240508825035522021-09-21T09:03:00.003-07:002021-09-21T09:04:32.060-07:00Child care programs that receive public subsidies (USA sebagai pengetahuan)<div style="text-align: left;">Sebagai pengetahuan dan pembanding saja!</div><p><span style="background-color: #f7f4f2; color: #333333; font-family: Platform; font-size: x-large; letter-spacing: 0.03125rem;">Other Early Childhood Programs</span></p><div class="program__topic__subtopic" style="-webkit-font-smoothing: antialiased !important; background-color: #f7f4f2; box-sizing: inherit; color: #333333; font-family: Circular; font-size: 16px; max-width: 700px;"></div><div class="program__topic__body" style="-webkit-font-smoothing: antialiased !important; background-color: #f7f4f2; box-sizing: inherit; color: #333333; font-family: Circular; font-size: 16px;"><div class="section-separator" style="-webkit-font-smoothing: antialiased !important; box-sizing: inherit; margin-bottom: 15px; margin-top: 50px; overflow: hidden; white-space: nowrap; width: 1170px;"><div class="section-separator__text" style="-webkit-font-smoothing: antialiased !important; box-sizing: inherit; display: inline-block; padding-right: 10px; vertical-align: middle;"><h6 class="inline" style="-webkit-font-smoothing: antialiased !important; box-sizing: inherit; display: inline !important; font-size: 0.9375rem; font-weight: 400; line-height: 1.125rem; text-shadow: rgba(51, 51, 51, 0.004) 1px 1px 1px;">About the Topic</h6></div><div class="section-separator__line" style="-webkit-font-smoothing: antialiased !important; background: rgba(51, 51, 51, 0.3); box-sizing: inherit; display: inline-block; height: 1px; position: relative; top: 2px; vertical-align: middle; width: 1170px;"></div></div><div class="program__topic__body__text" style="-webkit-font-smoothing: antialiased !important; background-color: white; box-sizing: inherit; padding: 80px 0px 80px 97.4844px;"><div class="post-body" style="-webkit-font-smoothing: antialiased !important; box-sizing: inherit; max-width: 700px;"><div class="block-paragraph" style="-webkit-font-smoothing: antialiased !important; box-sizing: inherit; margin-top: 0px !important;"><div class="rich-text" style="-webkit-font-smoothing: antialiased !important; box-sizing: inherit; font-family: Lyon; font-size: 1.125rem; line-height: 1.9rem; margin-top: 0px !important; text-rendering: optimizelegibility !important;"><div class="separator" style="clear: both; text-align: center;"><a href="https://1.bp.blogspot.com/-jJt0Yqul6qg/YUoCWtAzXSI/AAAAAAAAXNQ/Y6Wot1ySofY96WjolwwmUQMy0bJQWMyyACLcBGAsYHQ/s640/331.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="474" data-original-width="640" height="237" src="https://1.bp.blogspot.com/-jJt0Yqul6qg/YUoCWtAzXSI/AAAAAAAAXNQ/Y6Wot1ySofY96WjolwwmUQMy0bJQWMyyACLcBGAsYHQ/s320/331.jpg" width="320" /></a></div><br /><h2 style="-webkit-font-smoothing: antialiased !important; box-sizing: inherit; font-family: Platform; font-size: 1.625rem; line-height: 2rem; margin-bottom: 0.75rem; margin-top: 0px !important; text-shadow: rgba(51, 51, 51, 0.004) 1px 1px 1px;"><br /></h2><h2 style="-webkit-font-smoothing: antialiased !important; box-sizing: inherit; font-family: Platform; font-size: 1.625rem; line-height: 2rem; margin-bottom: 0.75rem; margin-top: 0px !important; text-shadow: rgba(51, 51, 51, 0.004) 1px 1px 1px;">Child care programs that receive public subsidies</h2><p style="-webkit-font-smoothing: antialiased !important; box-sizing: inherit; font-size: 1.125rem; line-height: 1.9rem; margin-bottom: 25px; margin-top: 25px; text-rendering: optimizelegibility !important; text-shadow: rgba(51, 51, 51, 0.004) 1px 1px 1px;">Many American families enroll their preschool-aged children in publicly funded child care centers or child care homes. Some of these programs may, in practice, be considered pre-K programs1 but are not required by state or federal law to meet pre-K standards. Child care programs receiving public funds may be supported by vouchers provided to low-income families or through state subsidies to providers serving at-risk children. To assist these families, states often use funds from federal programs, including the Child Care and Development Fund (which includes the Child Care and Development Block Grant [CCDBG]), Temporary Assistance for Needy Families, and the Social Services Block Grant. In many cases, the emphasis in these federal grant programs is on children's health and safety, but some programs are evolving to focus on children's cognitive and social development as well.</p><p style="-webkit-font-smoothing: antialiased !important; box-sizing: inherit; font-size: 1.125rem; line-height: 1.9rem; margin-bottom: 25px; margin-top: 25px; text-rendering: optimizelegibility !important; text-shadow: rgba(51, 51, 51, 0.004) 1px 1px 1px;">Many states are now developing monitoring systems called Quality Rating Improvement Systems (QRIS) that could enable parents and policymakers to determine which child care programs that receive public subsidies are providing high-quality educational experiences for children. These systems could be used to determine whether such programs should continue to receive public funds.</p><h2 style="-webkit-font-smoothing: antialiased !important; box-sizing: inherit; font-family: Platform; font-size: 1.625rem; line-height: 2rem; margin-bottom: 0.75rem; margin-top: 0.75rem; text-shadow: rgba(51, 51, 51, 0.004) 1px 1px 1px;">Privately funded programs</h2><p style="-webkit-font-smoothing: antialiased !important; box-sizing: inherit; font-size: 1.125rem; line-height: 1.9rem; margin-bottom: 0px !important; margin-top: 25px; text-rendering: optimizelegibility !important; text-shadow: rgba(51, 51, 51, 0.004) 1px 1px 1px;">Because child care subsidies, Head Start, and many state-funded pre-K programs are open only to families with low incomes, many working families above the income-eligibility threshold must turn to private, tuition-based pre-K programs and child care centers for the care and early education and development of their children under the age of 5. These may be church-run preschools, parent-run preschools, preschools managed by non-profit organizations or for-profit child care centers, or preschool programs administered to small groups of children in homes. While it is likely that a significant portion of young children attend these types of programs, no system exists to track enrollments in privately funded programs.</p></div></div></div></div></div>Sita Rahmahhttp://www.blogger.com/profile/12298002931395331640noreply@blogger.com0tag:blogger.com,1999:blog-3218641716941214747.post-43817328439400749882021-09-21T08:19:00.003-07:002021-09-21T08:19:52.491-07:00Montessori method a good alternative in pandemic times<p> </p><div class="c-article-header" data-lpos="article|header" style="-webkit-box-direction: normal; -webkit-box-orient: vertical; box-sizing: border-box; display: flex; flex-direction: column; margin: 0px; padding: 0px;"><header aria-label="article header" class="c-article-headline c-article-header__headline" style="box-sizing: border-box; margin-top: 16px;"><h1 class="c-article-headline__heading c-article-headline__heading--long" style="box-sizing: border-box; font-family: TorstarDeckCondensed, Georgia, "Times New Roman", Times, serif; font-size: 1.875rem; line-height: 1.2; margin: 0px; padding: 0px; text-rendering: optimizelegibility;">Montessori method a good alternative in pandemic times</h1><div><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://1.bp.blogspot.com/-Is1CQTOzNKQ/YUn3xjVtF-I/AAAAAAAAXL4/v316pzbv7sE_NB2BrCpG5dtiOvEDHPDQgCLcBGAsYHQ/s640/2333.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="480" data-original-width="640" height="240" src="https://1.bp.blogspot.com/-Is1CQTOzNKQ/YUn3xjVtF-I/AAAAAAAAXL4/v316pzbv7sE_NB2BrCpG5dtiOvEDHPDQgCLcBGAsYHQ/s320/2333.jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://1.bp.blogspot.com/-wYGXdYeaUk8/YUn3yAIUNPI/AAAAAAAAXL8/BXQGFUS2pZAfPbpRSgvZp12n46ElAGtGACLcBGAsYHQ/s640/2334.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="480" data-original-width="640" height="240" src="https://1.bp.blogspot.com/-wYGXdYeaUk8/YUn3yAIUNPI/AAAAAAAAXL8/BXQGFUS2pZAfPbpRSgvZp12n46ElAGtGACLcBGAsYHQ/s320/2334.jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://1.bp.blogspot.com/-mCeWs4fQtXk/YUn3w-ExwTI/AAAAAAAAXL0/4QCV0-I-YkobFpKfyeL3CVq8Un6UTRvMACLcBGAsYHQ/s640/13176.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="640" data-original-width="360" height="349" src="https://1.bp.blogspot.com/-mCeWs4fQtXk/YUn3w-ExwTI/AAAAAAAAXL0/4QCV0-I-YkobFpKfyeL3CVq8Un6UTRvMACLcBGAsYHQ/w261-h349/13176.jpg" width="261" /></a></div><br /><div><br /></div></header><div class="article__byline__font c-article-header__byline article__byline-container-author-withphoto" data-lpos="article|author" style="-webkit-box-direction: normal; -webkit-box-orient: vertical; border-bottom: 1px solid rgb(194, 194, 194); box-sizing: border-box; display: flex; flex-direction: column; margin: 24px 0px; padding: 0px;"><div class="article__byline" style="align-self: center; box-sizing: border-box; font-size: 12px; margin: 0px; padding: 0px; width: 329.091px;"><span class="article__author-by" face=""Merriweather Sans", Helvetica, Roboto, Arial, sans-serif" style="box-sizing: border-box; color: #333333; letter-spacing: 0.4px;">By </span><span class="article__author" style="box-sizing: border-box;"><span class="article__author-name article__author-name--nolink" face=""Merriweather Sans", Helvetica, Roboto, Arial, sans-serif" style="box-sizing: border-box; color: #333333; font-weight: 800; letter-spacing: 0.4px; margin-right: 4px;">Katherine Poyntz</span></span><div class="article__time-container" style="box-sizing: border-box; margin: 0px 0px 20px; padding: 0px;"><span style="box-sizing: border-box;"><span class="article__published-date" face=""Merriweather Sans", Helvetica, Roboto, Arial, sans-serif" style="box-sizing: border-box; color: #333333; letter-spacing: 0.4px;">Wed., Feb. 24, 2021</span></span></div></div></div></div><div class="c-article-body" data-lpos="article|body" style="-webkit-box-direction: normal; -webkit-box-orient: horizontal; box-sizing: border-box; display: flex; flex-direction: row; margin: 0px; padding: 0px; position: relative;"><div class="c-article-body__content" style="box-sizing: border-box; margin: 0px; max-width: 100%; padding: 0px; width: 329.091px;"><p class="text-block-container" style="-webkit-font-smoothing: subpixel-antialiased; box-sizing: border-box; color: #333333; font-family: TorstarTextO3, Georgia, Times, "Times New Roman", serif; font-size: 1.125rem; line-height: 1.5rem; margin: 0px 0px 12px; padding: 0px; text-align: justify; text-rendering: optimizelegibility;"><span style="font-size: 1.125rem;">With virtual learning now the norm for many due to COVID-19, not to mention the myriad of other social challenges facing young people during this pandemic, it is more important than ever to ensure that our children are able to cope with challenging times. The best way for children to develop these essential skills is through education; education that prioritizes the child and sets them up for success.</span></p><p class="text-block-container" style="-webkit-font-smoothing: subpixel-antialiased; box-sizing: border-box; color: #333333; font-family: TorstarTextO3, Georgia, Times, "Times New Roman", serif; font-size: 1.125rem; line-height: 1.5rem; margin: 0px 0px 12px; padding: 0px; text-align: justify; text-rendering: optimizelegibility;">This Feb. 21-27, we are celebrating International Montessori Education Week. Montessori educators around the world know that this educational approach is the best way to encourage independent, resilient and curious students who can weather tough times and make sense of the complex, changing world around them.</p><p class="text-block-container" style="-webkit-font-smoothing: subpixel-antialiased; box-sizing: border-box; color: #333333; font-family: TorstarTextO3, Georgia, Times, "Times New Roman", serif; font-size: 1.125rem; line-height: 1.5rem; margin: 0px 0px 12px; padding: 0px; text-align: justify; text-rendering: optimizelegibility;">Developed over 100 years ago by Dr. Maria Montessori, a three-time nominee for the Nobel Peace Prize, this method is grounded in the stages of human development, allowing students to develop self-discipline, respect for themselves, others and the world around them.</p><div class="seo-media-query undefined" style="box-sizing: border-box; margin: 0px; padding: 0px; text-align: left;"><a class="c-button c-button--secondary css-1eqpjzk" role="button" style="-webkit-font-smoothing: antialiased; appearance: none; background-color: white; border-radius: 0.3125rem; border: 0.125rem solid rgb(0, 114, 188); box-sizing: border-box; clip: rect(0px, 0px, 0px, 0px); color: #0072bc; cursor: pointer; display: block; font-family: "Merriweather Sans", Helvetica, Roboto, Arial, sans-serif; font-size: 0.875rem; line-height: inherit; margin: 0px; overflow: hidden; padding: 0.3125rem; position: absolute; text-align: justify; text-rendering: optimizelegibility; text-transform: uppercase; transform: translateY(100%); width: auto;" tabindex="0">SKIP ADVERTISEMEN</a><div class="c-googleadslot article-content-ad c-googleadslot--300x250" data-lpos="gamp" style="box-sizing: border-box; margin: 0px 0px 8px -7px; padding: 0px; text-align: center; width: 329.091px;"><div class="c-googleadslot__wrapper" style="background-color: #ecebec; box-sizing: border-box; display: inline-block; margin: 0px; padding: 0px 14px 14px;"><p class="c-googleadslot__heading" style="-webkit-font-smoothing: subpixel-antialiased; box-sizing: border-box; color: #686868; font-family: "Merriweather Sans", Helvetica, Roboto, Arial, sans-serif; font-size: 10px; font-weight: bolder; letter-spacing: 0.6px; line-height: 20px; margin: 0px; padding: 4px 0px 0px; text-align: justify; text-rendering: optimizelegibility;"><span style="background-color: #f8f8f8; color: #333333; font-family: TorstarTextO3, Georgia, Times, "Times New Roman", serif; font-size: 1.125rem; text-align: left;">Young children everywhere learn by exploring their environments through movement and using all their senses, so virtual learning that is developmentally appropriate has been a challenge. In Montessori schools however, we have seen growth and success during this time. I believe that is because the skills nurtured in Montessori schools are directly transferable to remote learning. A child in remote learning needs self-discipline and curiosity to keep exploring. A child in remote learning needs to adapt, problem solve and make decisions. A child in remote learning needs to regulate and drive their own studies. Luckily, these skills are at work every single day in a Montessori classroom.</span></p></div></div></div><p class="text-block-container" style="-webkit-font-smoothing: subpixel-antialiased; box-sizing: border-box; color: #333333; font-family: TorstarTextO3, Georgia, Times, "Times New Roman", serif; font-size: 1.125rem; line-height: 1.5rem; margin: 0px 0px 12px; padding: 0px; text-align: justify; text-rendering: optimizelegibility;">In class or remotely, Montessori students help organize their day, set goals in consultation with the teacher, are encouraged to problem-solve and plan. This student-driven education style means that despite the global challenges, Montessori students are able to adapt and strive toward success, even in the virtual learning world.</p><p class="text-block-container" style="-webkit-font-smoothing: subpixel-antialiased; box-sizing: border-box; color: #333333; font-family: TorstarTextO3, Georgia, Times, "Times New Roman", serif; font-size: 1.125rem; line-height: 1.5rem; margin: 0px 0px 12px; padding: 0px; text-align: justify; text-rendering: optimizelegibility;">Many prominent educators and parents across Canada have expressed concern that this public health crisis will set students back. But how do we measure success? If we focus only on standardized test scores and traditional grading metrics, we may indeed feel that students are behind. But Montessori education is based on constant observation and ongoing assessment by teachers at all age levels. Assessment is a process and not an event. Defining success is in terms of learning outcomes. Success means the development of executive function that is developmental and grows with the child.</p><p class="text-block-container" style="-webkit-font-smoothing: subpixel-antialiased; box-sizing: border-box; color: #333333; font-family: TorstarTextO3, Georgia, Times, "Times New Roman", serif; font-size: 1.125rem; line-height: 1.5rem; margin: 0px 0px 12px; padding: 0px; text-align: justify; text-rendering: optimizelegibility;">This COVID year will allow us to look at children, their reactions, their stories and observations and learn lessons from them about resiliency and how to adapt. This year has taught them more about these skills than ever before. They are not really behind if we try this approach.</p><span id="contentEndBreakPoint" style="box-sizing: border-box; display: block;"></span><div class="seo-media-query undefined" style="box-sizing: border-box; margin: 0px; padding: 0px; text-align: left;"><a class="c-button c-button--secondary css-1eqpjzk" role="button" style="-webkit-font-smoothing: antialiased; appearance: none; background-color: white; border-radius: 0.3125rem; border: 0.125rem solid rgb(0, 114, 188); box-sizing: border-box; clip: rect(0px, 0px, 0px, 0px); color: #0072bc; cursor: pointer; display: block; font-family: "Merriweather Sans", Helvetica, Roboto, Arial, sans-serif; font-size: 0.875rem; line-height: inherit; margin: 0px; overflow: hidden; padding: 0.3125rem; position: absolute; text-align: justify; text-rendering: optimizelegibility; text-transform: uppercase; transform: translateY(100%); width: auto;" tabindex="0">SKIP ADVERTISEMENT</a><div class="c-googleadslot article-content-ad c-googleadslot--300x250" data-lpos="gamp" style="box-sizing: border-box; margin: 0px 0px 8px -7px; padding: 0px; text-align: center; width: 329.091px;"><div class="c-googleadslot__wrapper" style="background-color: #ecebec; box-sizing: border-box; display: inline-block; margin: 0px; padding: 0px 14px 14px;"><p class="c-googleadslot__heading" style="-webkit-font-smoothing: subpixel-antialiased; box-sizing: border-box; color: #686868; font-family: "Merriweather Sans", Helvetica, Roboto, Arial, sans-serif; font-size: 10px; font-weight: bolder; letter-spacing: 0.6px; line-height: 20px; margin: 0px; padding: 4px 0px 0px; text-align: justify; text-rendering: optimizelegibility;"><br /></p><div id="div-gpt-ad-small-opinion-contributors-4" style="box-sizing: border-box; margin: 0px; padding: 0px;"><div id="google_ads_iframe_58580620/the_spec/opinion/contributors_3__container__" style="border: 0pt none; box-sizing: border-box; margin: 0px; padding: 0px;"></div></div></div></div><a style="box-sizing: border-box; color: #0065a4; line-height: inherit;" tabindex="0"></a></div><p class="text-block-container" style="-webkit-font-smoothing: subpixel-antialiased; box-sizing: border-box; color: #333333; font-family: TorstarTextO3, Georgia, Times, "Times New Roman", serif; font-size: 1.125rem; line-height: 1.5rem; margin: 0px 0px 12px; padding: 0px; text-align: justify; text-rendering: optimizelegibility;">This week, millions of educators, parents, and alumni who have attended Montessori schools, in Canada and around the world, will reflect on this educational method and the ways it sets children up for success. This Montessori Education Week, the best way to help your child develop the resilience, independence, and curiosity that our changing world requires, is to look into accredited Montessori schools near you.</p><div class="author-endnote-container border-bottom" data-lpos="article|author|bottom" style="-webkit-box-align: center; align-items: center; border-bottom: 1px solid rgb(221, 221, 221); border-top: 1px solid rgb(221, 221, 221); box-sizing: border-box; color: #333333; display: flex; font-family: "Merriweather Sans", Helvetica, Roboto, Arial, sans-serif; font-size: 0.75rem; font-style: italic; line-height: 1rem; margin: 0px 0px 16px; padding: 16px 0px;"><div style="box-sizing: border-box; margin: 0px; padding: 0px;">Katherine Poyntz is the director of the Canadian Council of Montessori Administrators (CCMA).</div></div></div></div>Sita Rahmahhttp://www.blogger.com/profile/12298002931395331640noreply@blogger.com0tag:blogger.com,1999:blog-3218641716941214747.post-35102512499304940762021-09-09T09:52:00.001-07:002021-09-21T07:53:34.836-07:00Breakthrough Montessori plans for COVID-19.<div>Breakthrough Montessori plans for COVID-19.</div><div><br /></div><div>Montessori during Pandemic;</div><div> A strong start</div><div>The purposeful design of Montessori schools to support the pedagogy includes features that also happen to be helpful in a pandemic-conscious world:</div><div><br /></div><div>Wider hallways: Because “learning happens everywhere” in Montessori schools, corridors and hallways are often designed for both circulation and as additional workspace. These wider hallways can now allow more space for social distancing. </div><div><br /></div><div>Bigger classrooms: Montessori students need freedom of movement, so classroom size already tends to be more generous than conventional environments. Larger rooms can provide the space needed for social distancing. </div><div><br /></div><div>Dedicated bathrooms: Because Montessori encourages independence—including in the bathroom—many Montessori classrooms have built-in or nearby bathrooms. This supports efforts to limit interaction between student groups by discouraging different cohorts from sharing the same bathroom.</div><div><br /></div><div>Outdoor access: Pandemic recommendations include increasing circulation of outdoor air into indoor spaces by opening windows and doors and using fans. Montessori has a foundational emphasis in connection to the outdoors, so classrooms often already have operable windows and direct access to outdoor areas.</div><div><br /></div><div>Individual and small group work: The Montessori classroom, with its emphasis on independent individual and small-group work, lends itself to social distancing.</div><div><br /></div><div>Independent learning: Montessori’s focus on self-motivated and self-directed learning can be more readily adapted to a remote-learning environment.</div><div><br /></div><div>Challenges to tackle</div><div>Montessori schools also face specific coronavirus-related challenges:</div><div><br /></div><div>Didactic materials: These materials are designed for children to independently select, use, and replace when done. Schools will need strategies for in-person students to safely retrieve and interact with hands-on learning materials.</div><div><br /></div><div>Hands-on engagement: Particularly for younger students, Montessori emphasizes hands-on tactile interactivity and encourages children to move, explore, and manipulate the world around them in order to understand it. So what happens when technology becomes a central point of instruction? </div><div><br /></div><div>Technology for virtual learning: Virtual learning is a defining characteristic of education during the pandemic, but technology isn’t traditionally part of a high-fidelity Montessori classroom. The rapid shift to distance learning has catapulted schools into a virtual-learning experiment requiring a steep learning curve and sparking concerns about equitable access.</div><div><br /></div><div>Multi-age classrooms: Mixed-age classrooms are a challenge during distance learning. Peer teaching and learning don’t easily translate to a distance learning environment. </div><div><br /></div><div>The Breakthrough plan</div><div>Breakthrough Montessori Public Charter School, a Washington, DC charter school offering a high-fidelity Montessori experience for PK3 through third grade, has developed policies and procedures for in-person learning. The school has pivoted to online learning for now, but will be ready to provide a safe environment when in-person classes are possible.</div><div><br /></div><div>Breakthrough’s Executive Director, Emily Hedin, says the school’s ability to offer in-person learning depends on several key factors, including state policies, the health of staff, and access to cleaning supplies and personal protective equipment such as masks and gloves.</div><div><br /></div><div>Staff researched best practices and stayed up to date using resources including the Centers for Disease Control and Prevention and the World Health Organization websites to help inform the school’s 2020-21 school year plan.</div><div><br /></div><div>In-person considerations </div><div>Health policy: Before school started, Breakthrough shared a complete health policy with families and staff, and invited families to contact the school with questions or concerns. If a child exhibits symptoms while at school, Breakthrough will isolate that student and contact the family to pick them up immediately. Children and adults with symptoms may return on-site once they receive a negative COVID-19 test, get clearance from a health care provider, or have completed the required quarantine period. </div><div><br /></div><div>Limited access: Access to school buildings will be limited. Only essential visitors—parents and guardians who need to pick up an ill child, special education and mental health providers, first responders, Child and Family Services professionals, janitorial and maintenance crews, and meal service providers—may enter school buildings. Parents and guardians won’t be allowed inside for routine drop-off or pick-up. All meetings between families and school faculty will occur virtually. </div><div><br /></div><div>Cohorts and physical distancing: For in-person learning, Breakthrough has set a strict limit of 12 people per classroom, including students and faculty. Students will be divided into cohorts and will interact only with their cohort, with staggered arrival, recess, and dismissal times. There will be no in-person conferences, classroom performances, potlucks, or classroom observations. Classrooms will be arranged to support physical distancing of six feet between students. </div><div><br /></div><div>Daily health screening: Before entering the school, students and faculty will confirm that they don’t present symptoms and haven’t been in close contact with anyone who has tested positive for the virus. Non-contact thermometers will be installed at each school entryway, and while parents will be required to take their child’s temperature prior to coming to school, Breakthrough will also check upon arrival.</div><div><br /></div><div>In addition to promptly identifying possible COVID-positive students, Director of Student Support Allison Jones says these steps serve to boost community confidence and reassurance: “It’s about the perception of safety, too,” she points out. “The psychological and emotional aspects of COVID-19 are an important consideration as well.” </div><div><br /></div><div>Masks, shields, and gloves: All school staff will wear face masks and face shields and will have access to gloves and other personal safety equipment. Students will be required to wear face masks, with masks and shields provided to any staff member or student who needs them. Staff members (both special ed and general ed) can wear a mask with a clear plastic window so children can see the adult’s mouth.</div><div><br /></div><div>Cleaning and sanitation: Cleaning will occur throughout the day on campus. Deep cleaning will be done twice a week, with the campus closing on Wednesdays, during which time all students will learn virtually. </div><div><br /></div><div>Hand sanitation stations have been installed throughout the campus and hand-washing routines and protocols for all staff and students have been developed.</div><div><br /></div><div>“We’re paying attention to the specific flow of lesson materials in the classroom,” Jones says. “Students won’t return materials to the shelf they got them from, but to a designated shelf where they can be cleaned before the next use. We’ll also be using individual rugs for each child, which will be laundered periodically, and individual chairs and tables for students. So, basically, there is far less sharing.”</div><div><br /></div><div>Over the summer, Jones has been creating work packets for the coming school year and planning for home delivery of a weekly themed series of boxes containing objects and learning material. Children will be able to engage with materials that can be handled and manipulated. </div><div><br /></div><div>Indoor air quality: During the pandemic, schools should aim to improve central air filtration. Options include using portable HEPA (high-efficiency particulate air) filtration systems, especially in higher-risk areas, and using UVGI (ultraviolet germicidal irradiation) as a supplemental means of destroying the virus. Schools may be advised to increase outdoor air supply to occupied spaces to as high as 100 percent. Breakthrough is working with campus architects StudioMB to review the school’s HVAC systems, with outdoor ventilation air maintained at or above design minimum values and additional filtration being provided. </div><div><br /></div><div>Distance learning </div><div>Virtual learning and equity: All Breakthrough students will engage in some virtual learning during the 2020-21 school year. Hedin points out, “Breakthrough’s model won’t require hiring more staff, but what no school can really answer is whether all staff are going to be willing to return to school. That’s really tough. We may need to go full virtual.” </div><div><br /></div><div>After feedback from faculty and families, staff are focusing on making virtual learning more standardized, and the program will include both asynchronous (pre-recorded content or preassigned activities or assignments) and live elements for students’ school hours, from 8:00am to 4:00pm. </div><div><br /></div><div>“Pre-recorded video lesson sets are good because children see their teacher on the screen delivering a live lesson, which provides more personal connection in addition to live time spent interacting with students,” Jones says. Breakthrough has been taking steps to orient guides and staff to using technology for virtual learning. “Teachers have had to rapidly learn new skills and pivot to producing their own instructional videos for students, so learning on the part of educators to retool their curricula is also a defining characteristic of education during this time.” </div><div><br /></div><div>Jones adds, “There also needs to be follow-up with the family.” Families received clear information about what their child is expected to learn each week and over the course of the year, and the school has made virtual learning schedules standardized and predictable. Breakthrough provides family education to support virtual learning, and families will have a virtual learning point of contact at the school who can help troubleshoot and answer questions. Online safety and security policies (such as not sharing Zoom passwords, etc.) have been made clear to all families, students, and staff.</div><div><br /></div><div>Guides at Breakthrough are working to identify what material is best taught virtually and which is not. And, Hedin says, “while the technology doesn’t necessarily lend itself to greater outcomes for learning, it may offer benefits when it comes to testing.</div><div><br /></div><div>In addition to online learning platforms such as Google Classroom, Zoom, and Seesaw for interaction during virtual learning, staff are also exploring other resources, such as Khan Academy for math. To help foster connection and community, guides can link students across different platforms so children in different cohorts and age groups can see what their peers in another group are doing.</div><div><br /></div><div>In addition to lesson quality, Breakthrough is considering equity—ensuring that all students have access to computers, tablets, and a reliable internet connection. The school usually needs about 30 to 40 Chromebooks for its students, but with all students potentially engaged in virtual learning during a virus outbreak, closer to 200 Chromebooks have been deployed.</div><div><br /></div><div>Educators must also ensure the students with special needs are supported, since providing opportunities for individualized learning can be a challenge with distance learning. Breakthrough is keenly aware of issues regarding equity and will continue providing the services listed in individualized education programs. </div><div><br /></div><div>School schedule: As of this writing, the school is working with a “hybrid” schedule, where students are in person two days a week and virtual for three. Asynchronous virtual learning will be available to students in the morning, offering a Montessori three-hour work cycle. The afternoon work cycle has also been shortened to one hour, and the in-person school day ends at 1:30pm. Live virtual learning sessions are offered from 1:30 to 4:00. Lunch and recess times will be shortened, with 30 minutes for lunch and 1 hour for recess. Recess will still take place at public parks, but students won’t be allowed to use playground equipment.</div><div><br /></div><div>Quick pivots and more flexibility</div><div>The true, lasting effects of COVID-19, not just educational but psychosocial, can only be anticipated. This new learning environment is asking everyone to stretch their limits, demanding new levels of flexibility and adaptability on the part of educators and schools. Hedin says, “Ideally, we would start carefully and cautiously and confirm that our initial plans for on-site and distance learning models are successful before making changes. That way, we could adapt our programs incrementally. The problem is that with COVID, this isn’t the case. Arriving at solutions has to be rapid.” </div><div><br /></div><div>The article is Reposted from:</div><div>David Bagnoli, Montessori Public</div><div>POSTED ON </div><div>OCTOBER 30, 2020</div><div><br /></div><div>Photo of by Sita Rahmah</div><div class="separator" style="clear: both; text-align: center;"><a href="https://1.bp.blogspot.com/-wW07jRrJSkY/YUnx0t6YW5I/AAAAAAAAXJ4/42prRdChCPwQ5XkTUHHK-sMamGJyYmx9QCLcBGAsYHQ/s960/1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="960" height="320" src="https://1.bp.blogspot.com/-wW07jRrJSkY/YUnx0t6YW5I/AAAAAAAAXJ4/42prRdChCPwQ5XkTUHHK-sMamGJyYmx9QCLcBGAsYHQ/s320/1.jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://1.bp.blogspot.com/-z0xZb6efKf8/YUnx0ZmnliI/AAAAAAAAXJw/8P5QmncD5J4gk-TwgmO7Sd6_zh-tL6ktQCLcBGAsYHQ/s960/2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="721" data-original-width="960" height="240" src="https://1.bp.blogspot.com/-z0xZb6efKf8/YUnx0ZmnliI/AAAAAAAAXJw/8P5QmncD5J4gk-TwgmO7Sd6_zh-tL6ktQCLcBGAsYHQ/s320/2.jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://1.bp.blogspot.com/-Xt91LtZqEoU/YUnx0t4ji_I/AAAAAAAAXJ0/-XVoOrs-uA0QYUXG3w7Tdp9N_NF_D8ZpACLcBGAsYHQ/s960/3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="765" data-original-width="960" height="255" src="https://1.bp.blogspot.com/-Xt91LtZqEoU/YUnx0t4ji_I/AAAAAAAAXJ0/-XVoOrs-uA0QYUXG3w7Tdp9N_NF_D8ZpACLcBGAsYHQ/s320/3.jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://1.bp.blogspot.com/-G_y0bwvJEx8/YUnx2ZYswtI/AAAAAAAAXJ8/ODK3Ybxy_UALhd780Ryjw7qIYQWesg7MACLcBGAsYHQ/s960/4.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="695" data-original-width="960" height="232" src="https://1.bp.blogspot.com/-G_y0bwvJEx8/YUnx2ZYswtI/AAAAAAAAXJ8/ODK3Ybxy_UALhd780Ryjw7qIYQWesg7MACLcBGAsYHQ/s320/4.jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://1.bp.blogspot.com/-bvdnMa8yZu0/YUnx3E9o1HI/AAAAAAAAXKA/tcpRNssvZHgUSk3RLiXysZVCba9cTAQhwCLcBGAsYHQ/s960/6.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="659" height="320" src="https://1.bp.blogspot.com/-bvdnMa8yZu0/YUnx3E9o1HI/AAAAAAAAXKA/tcpRNssvZHgUSk3RLiXysZVCba9cTAQhwCLcBGAsYHQ/s320/6.jpg" width="220" /></a></div><br /><div><br /></div><div><br /></div>Sita Rahmahhttp://www.blogger.com/profile/12298002931395331640noreply@blogger.com0tag:blogger.com,1999:blog-3218641716941214747.post-27261158834247227302021-08-06T10:25:00.005-07:002021-08-06T10:27:38.131-07:00Minimalist Photography: How To Create Minimalist Art <p> </p><section class="title-single-section" style="box-sizing: border-box; color: #292e37;"><div class="container" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px auto; padding: 0px 15px; vertical-align: baseline;"><div class="row justify-content-center mt-3" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; display: flex; flex-wrap: wrap; justify-content: center; margin-bottom: 0px; margin-left: -15px; margin-right: -15px; margin-top: 1.5rem !important; margin: 1.5rem -15px 0px; padding: 0px; vertical-align: baseline;"><div class="col-md-7 text-left" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px; min-height: 1px; padding: 0px 15px; position: relative; vertical-align: baseline; width: 393.091px;"><h1 class="h2 title-single__title mb-0" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; color: #1e242d; line-height: 1.35; margin-bottom: 0px !important; margin-left: 0px; margin-right: 0px; margin-top: 0px; margin: 0px; padding: 15px 0px; vertical-align: baseline;"><span style="font-family: times; font-size: x-small;"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px; padding: 0px; vertical-align: baseline;">Note: </span>In the articles I shared, nothing about plagiarism. I just want to read and to share this with you all. Thanks for the article Andreea Popa, so lets enjoy guys! </span></h1><h1 class="h2 title-single__title mb-0" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; color: #1e242d; font-family: Nunito, Arial, Helvetica, sans-serif; font-size: 1.875rem; line-height: 1.35; margin-bottom: 0px !important; margin-left: 0px; margin-right: 0px; margin-top: 0px; margin: 0px; padding: 15px 0px; vertical-align: baseline;"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px; padding: 0px; vertical-align: baseline;">Minimalist Photography: How To Create Minimalist Art (2021)</span></h1></div><div class="col-md-7" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; font-family: Nunito, Arial, Helvetica, sans-serif; margin: 0px; min-height: 1px; padding: 0px 15px; position: relative; vertical-align: baseline; width: 393.091px;"><div class="title-single__meta" style="align-items: center; background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; display: flex; font-weight: 600; justify-content: flex-start; margin: 0px; padding: 15px 0px; vertical-align: baseline;"><span class="title-single__author" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px 8px 0px 0px; padding: 0px; vertical-align: baseline;"><span style="font-size: x-small;">by <a href="https://wp-modula.com/author/andreea-popa/" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px; overflow-wrap: break-word; padding: 0px; transition: all 0.6s cubic-bezier(0.26, 0.42, 0, 0.96) 0s; vertical-align: baseline;">Andreea Popa</a></span></span><span style="font-size: x-small;">/</span><span class="title-single__date" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px 8px; padding: 0px; vertical-align: baseline;"><time class="updated" datetime="2021-08-02" itemprop="datePublished" pubdate="2020-08-26" style="box-sizing: border-box;"><span style="font-size: x-small;">August 2, 2021</span></time></span><span style="font-size: x-small;">/</span><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px 0px 0px 8px; padding: 0px; vertical-align: baseline;"><a href="https://wp-modula.com/photography/" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px; overflow-wrap: break-word; padding: 0px; text-decoration-color: rgba(0, 0, 0, 0.3); transition: all 0.6s cubic-bezier(0.26, 0.42, 0, 0.96) 0s; vertical-align: baseline;"><span style="font-size: x-small;">Photography tips</span></a></span></div></div><div class="col-md-7" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; font-family: Nunito, Arial, Helvetica, sans-serif; font-size: 18px; margin: 0px; min-height: 1px; padding: 0px 15px; position: relative; vertical-align: baseline; width: 393.091px;"><div class="title-single__thumbnail" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px 0px 15px; padding: 0px; position: relative; vertical-align: baseline; width: 363.091px;"><img alt="minimalist photography" class="attachment-large size-large" data-cfsrc="https://wp-modula.com/wp-content/uploads/2020/08/286-1-1024x683.jpg" height="400" loading="lazy" sizes="(max-width: 600px) 100vw, 600px" src="https://wp-modula.com/wp-content/uploads/2020/08/286-1-1024x683.jpg" srcset="https://wp-modula.com/wp-content/uploads/2020/08/286-1-1024x683.jpg 1024w, https://wp-modula.com/wp-content/uploads/2020/08/286-1-300x200.jpg 300w, https://wp-modula.com/wp-content/uploads/2020/08/286-1-768x512.jpg 768w, https://wp-modula.com/wp-content/uploads/2020/08/286-1-1536x1024.jpg 1536w, https://wp-modula.com/wp-content/uploads/2020/08/286-1-2048x1365.jpg 2048w, https://wp-modula.com/wp-content/uploads/2020/08/286-1-174x116.jpg 174w" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-shadow: rgba(0, 0, 0, 0.4) 1px 1px 5px; box-sizing: border-box; height: auto; line-height: 0; margin: 0px; max-width: 100%; padding: 0px; vertical-align: baseline; width: 363.091px;" width="600" /></div></div></div></div></section><section class="main" style="box-sizing: border-box; color: #292e37; font-family: Nunito, Arial, Helvetica, sans-serif; font-size: 18px; padding: 0px 0px 3rem;"><div class="container" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px auto; padding: 0px 15px; vertical-align: baseline;"><div class="row justify-content-center" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; display: flex; flex-wrap: wrap; justify-content: center; margin: 0px -15px; padding: 0px; vertical-align: baseline;"><div class="post-content col-md-7" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px; min-height: 1px; padding: 0px 15px; position: relative; vertical-align: baseline; width: 393.091px;"><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px 0px 1rem; padding: 0px; vertical-align: baseline;">Minimalist photography is an art that expresses the simplicity of this world. It is a means of appreciating the fundamental parts of a work and finding art in simple things. For many people, minimalism is freedom. Freedom from stress, worries, fear.</p><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px 0px 1rem; padding: 0px; vertical-align: baseline;">Minimalism means being happy while living with less. You enjoy the things you have, even if they are few. We define minimalism as owning things that only matter for your life.</p><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px 0px 1rem; padding: 0px; vertical-align: baseline;">But how do you combine minimalism and art to create minimalist photography?</p><hr class="wp-block-separator is-style-wide" style="background-color: white; border-bottom-color: initial; border-bottom-style: solid; border-color: initial; border-image: initial; border-left-style: initial; border-left-width: 0px; border-left: 0px; border-right-style: initial; border-right-width: 0px; border-right: 0px; border-top-color: initial; border-top-style: solid; box-sizing: border-box; clear: both; height: 0px; margin: 40px 0px;" /><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px 0px 1rem; padding: 0px; vertical-align: baseline;">Keeping everything simple, this article will teach you:</p><ul style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; list-style: none; margin: 0px 0px 1rem; padding: 0px 0px 0px 18px; vertical-align: baseline;"><li style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; list-style: disc; margin: 0px 0px 5px; padding: 0px; vertical-align: baseline;"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; font-weight: 700; margin: 0px; padding: 0px; vertical-align: baseline;">how to practice</span> minimalist photography;</li><li style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; list-style: disc; margin: 0px 0px 5px; padding: 0px; vertical-align: baseline;">the <span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; font-weight: 700; margin: 0px; padding: 0px; vertical-align: baseline;">necessary techniques</span> you have to follow for this genre of photography;</li><li style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; list-style: disc; margin: 0px 0px 5px; padding: 0px; vertical-align: baseline;">the <span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; font-weight: 700; margin: 0px; padding: 0px; vertical-align: baseline;">most powerful elements</span> that will help you take stunning minimalist photos;</li><li style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; list-style: disc; margin: 0px 0px 5px; padding: 0px; vertical-align: baseline;"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; font-weight: 700; margin: 0px; padding: 0px; vertical-align: baseline;">more details</span> you need to know as a minimalist photographer.</li></ul><figure class="wp-block-image alignwide size-large" style="box-sizing: border-box; margin-bottom: 2.5rem; margin-top: 2.5rem; margin: 2.5rem calc(-50vw + 50%); max-width: 100vw;"><img alt="Minimalist studio" class="wp-image-471342" data-cfsrc="https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-e1606912738183-1024x667.png" height="667" loading="lazy" sizes="(max-width: 1024px) 100vw, 1024px" src="https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-e1606912738183-1024x667.png" srcset="https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-e1606912738183-1024x667.png 1024w, https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-e1606912738183-300x195.png 300w, https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-e1606912738183-768x500.png 768w, https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-e1606912738183-1536x1001.png 1536w, https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-e1606912738183-178x116.png 178w, https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-e1606912738183.png 1991w" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border-radius: inherit; border: 0px; box-sizing: border-box; height: auto; line-height: 0; margin: 0px; max-width: 100%; padding: 0px; vertical-align: baseline; width: 393.091px;" width="1024" /><figcaption style="box-sizing: border-box; color: #cccccc; font-size: 14px; margin-bottom: 1em; margin-top: 0.5em; text-align: center;">Minimalist photography</figcaption></figure><blockquote class="wp-block-quote" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; color: black; font-size: 1.0625rem; font-weight: 700; margin: 0px 0px 1rem; padding-bottom: 0px; padding-left: 2.5rem !important; padding-right: 0px; padding-top: 0px; padding: 0px 0px 0px 2.5rem; position: relative; quotes: none; vertical-align: baseline;"><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px 0px 1rem; padding: 0px; vertical-align: baseline;">“Simplicity, clarity, singleness: These are the attributes that give our lives power and vividness and joy as they are also the marks of great art.”</p><cite style="align-items: center; background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: none; box-sizing: border-box; color: #999999; display: flex; font-style: normal; margin: 0px; padding: 0px; vertical-align: baseline;"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: none; box-sizing: border-box; margin: 0px; padding: 0px; vertical-align: baseline;">—</span>Richard Holloway</cite></blockquote><hr class="wp-block-separator is-style-wide" style="background-color: white; border-bottom-color: initial; border-bottom-style: solid; border-color: initial; border-image: initial; border-left-style: initial; border-left-width: 0px; border-left: 0px; border-right-style: initial; border-right-width: 0px; border-right: 0px; border-top-color: initial; border-top-style: solid; box-sizing: border-box; clear: both; height: 0px; margin: 40px 0px;" /><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px 0px 1rem; padding: 0px; vertical-align: baseline;"></p><h2 id="a" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; color: #1e242d; font-size: 1.875rem; line-height: 1.65; margin: 0px 0px 1rem; padding: 0px; vertical-align: baseline;">What is minimalist photography?</h2><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px 0px 1rem; padding: 0px; vertical-align: baseline;">Minimalist photography tells the most emotional stories found in the simplest and most impactful things. This genre of art has become very popular in recent times, as many photographers try to discover the secrets of this movement.</p><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px 0px 1rem; padding: 0px; vertical-align: baseline;">The concept that best defines minimalist photography is based on the principle “less is more”.</p><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px 0px 1rem; padding: 0px; vertical-align: baseline;">Take your camera and focus your eyes on the fundamental stuff. Concentrate on simple compositions and let your creativity go wild.</p><figure class="wp-block-image alignwide size-large" style="box-sizing: border-box; margin-bottom: 2.5rem; margin-top: 2.5rem; margin: 2.5rem calc(-50vw + 50%); max-width: 100vw;"><img alt="Minimalist photography" class="wp-image-471344" data-cfsrc="https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-descorative-vase-e1606912757134-1024x661.png" height="661" loading="lazy" sizes="(max-width: 1024px) 100vw, 1024px" src="https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-descorative-vase-e1606912757134-1024x661.png" srcset="https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-descorative-vase-e1606912757134-1024x661.png 1024w, https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-descorative-vase-e1606912757134-300x194.png 300w, https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-descorative-vase-e1606912757134-768x496.png 768w, https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-descorative-vase-e1606912757134-1536x992.png 1536w, https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-descorative-vase-e1606912757134-180x116.png 180w, https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-descorative-vase-e1606912757134.png 1986w" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border-radius: inherit; border: 0px; box-sizing: border-box; height: auto; line-height: 0; margin: 0px; max-width: 100%; padding: 0px; vertical-align: baseline; width: 393.091px;" width="1024" /><figcaption style="box-sizing: border-box; color: #cccccc; font-size: 14px; margin-bottom: 1em; margin-top: 0.5em; text-align: center;">Minimalist concept</figcaption></figure><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px 0px 1rem; padding: 0px; vertical-align: baseline;">It is easy to capture simple elements, but it is hard to give them meaning. That’s what minimalist art is about. To take the insignificant objects and put them in the spotlight. But to be successful, you need to tell a story with simple objects.</p><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px 0px 1rem; padding: 0px; vertical-align: baseline;">As in other arts, you need a vision, and you have to see what others cannot see. So, let’s focus on simplicity and see how you can practice minimalist photography.</p><hr class="wp-block-separator is-style-wide" style="background-color: white; border-bottom-color: initial; border-bottom-style: solid; border-color: initial; border-image: initial; border-left-style: initial; border-left-width: 0px; border-left: 0px; border-right-style: initial; border-right-width: 0px; border-right: 0px; border-top-color: initial; border-top-style: solid; box-sizing: border-box; clear: both; height: 0px; margin: 40px 0px;" /><h2 id="b" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; color: #1e242d; font-size: 1.875rem; line-height: 1.65; margin: 0px 0px 1rem; padding: 0px; vertical-align: baseline;">Things to consider as a minimalist photographer</h2><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px 0px 1rem; padding: 0px; vertical-align: baseline;">First, you should start doing a little research and get inspiration from other photographers.</p><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px 0px 1rem; padding: 0px; vertical-align: baseline;">With the help of social media, we have more access than ever to see different perspectives and get in touch with other photographers. It is not wrong to look for information and details in order to improve your photography skills.</p><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px 0px 1rem; padding: 0px; vertical-align: baseline;">Search for <a href="https://www.thephotoargus.com/minimalist-photography/" rel="noreferrer noopener" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; color: #774cce; margin: 0px; overflow-wrap: break-word; padding: 0px; text-decoration-color: rgba(0, 0, 0, 0.3); transition: all 0.6s cubic-bezier(0.26, 0.42, 0, 0.96) 0s; vertical-align: baseline;" target="_blank">minimalist photographers</a> and get inspired by their work.</p><h3 style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; color: #1e242d; font-size: 1.5rem; line-height: 1.5; margin: 0px 0px 1rem; padding: 0px; vertical-align: baseline;">Simplicity is the key</h3><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px 0px 1rem; padding: 0px; vertical-align: baseline;">Simplicity and minimalism are two things that complement each other. As a photographer, one of the best things you can do is let your creativity come out.</p><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px 0px 1rem; padding: 0px; vertical-align: baseline;">Taking minimalist photos means to focus on the simple things. You have to keep it simple and concentrate on the few elements that will create the maximum effect on your photos.</p><figure class="wp-block-image alignwide size-large" style="box-sizing: border-box; margin-bottom: 2.5rem; margin-top: 2.5rem; margin: 2.5rem calc(-50vw + 50%); max-width: 100vw;"><img alt="Minimalist photography" class="wp-image-471345" data-cfsrc="https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-minimalist-concept-e1606912775557-1024x658.png" height="658" loading="lazy" sizes="(max-width: 1024px) 100vw, 1024px" src="https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-minimalist-concept-e1606912775557-1024x658.png" srcset="https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-minimalist-concept-e1606912775557-1024x658.png 1024w, https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-minimalist-concept-e1606912775557-300x193.png 300w, https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-minimalist-concept-e1606912775557-768x493.png 768w, https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-minimalist-concept-e1606912775557-1536x987.png 1536w, https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-minimalist-concept-e1606912775557-181x116.png 181w, https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-minimalist-concept-e1606912775557.png 1986w" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border-radius: inherit; border: 0px; box-sizing: border-box; height: auto; line-height: 0; margin: 0px; max-width: 100%; padding: 0px; vertical-align: baseline; width: 393.091px;" width="1024" /><figcaption style="box-sizing: border-box; color: #cccccc; font-size: 14px; margin-bottom: 1em; margin-top: 0.5em; text-align: center;">Minimalist composition</figcaption></figure><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px 0px 1rem; padding: 0px; vertical-align: baseline;">Any photographer wants to capture impressive perspectives and play with backgrounds, subjects, composition, and have the proper exposure.</p><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px 0px 1rem; padding: 0px; vertical-align: baseline;">Well, when it comes to minimalist photography, less is better. Often, simple stuff can tell a stronger story than complex elements.</p><hr class="wp-block-separator is-style-wide" style="background-color: white; border-bottom-color: initial; border-bottom-style: solid; border-color: initial; border-image: initial; border-left-style: initial; border-left-width: 0px; border-left: 0px; border-right-style: initial; border-right-width: 0px; border-right: 0px; border-top-color: initial; border-top-style: solid; box-sizing: border-box; clear: both; height: 0px; margin: 40px 0px;" /><h3 style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; color: #1e242d; font-size: 1.5rem; line-height: 1.5; margin: 0px 0px 1rem; padding: 0px; vertical-align: baseline;">Look for symmetry</h3><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px 0px 1rem; padding: 0px; vertical-align: baseline;">One of the important things in minimalist photography is <a href="https://wp-modula.com/what-is-composition/" rel="noreferrer noopener" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; color: #774cce; margin: 0px; overflow-wrap: break-word; padding: 0px; text-decoration-color: rgba(0, 0, 0, 0.3); transition: all 0.6s cubic-bezier(0.26, 0.42, 0, 0.96) 0s; vertical-align: baseline;" target="_blank">composition</a>.</p><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px 0px 1rem; padding: 0px; vertical-align: baseline;">Even if you have a few elements, you need to know to frame them properly. Your subject needs to be in perfect symmetry to catch a meaning.</p><figure class="wp-block-image alignwide size-large" style="box-sizing: border-box; margin-bottom: 2.5rem; margin-top: 2.5rem; margin: 2.5rem calc(-50vw + 50%); max-width: 100vw;"><img alt="Minimalist photography" class="wp-image-471346" data-cfsrc="https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-symmetry-e1606912795993-1024x656.png" height="656" loading="lazy" sizes="(max-width: 1024px) 100vw, 1024px" src="https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-symmetry-e1606912795993-1024x656.png" srcset="https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-symmetry-e1606912795993-1024x656.png 1024w, https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-symmetry-e1606912795993-300x192.png 300w, https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-symmetry-e1606912795993-768x492.png 768w, https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-symmetry-e1606912795993-1536x984.png 1536w, https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-symmetry-e1606912795993-181x116.png 181w, https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-symmetry-e1606912795993.png 1991w" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border-radius: inherit; border: 0px; box-sizing: border-box; height: auto; line-height: 0; margin: 0px; max-width: 100%; padding: 0px; vertical-align: baseline; width: 393.091px;" width="1024" /><figcaption style="box-sizing: border-box; color: #cccccc; font-size: 14px; margin-bottom: 1em; margin-top: 0.5em; text-align: center;">Symmetry in minimalism</figcaption></figure><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px 0px 1rem; padding: 0px; vertical-align: baseline;">If you want to learn a quick way to improve your composition, I advise you to learn <a href="https://wp-modula.com/rule-of-thirds/" rel="noreferrer noopener" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; color: #774cce; margin: 0px; overflow-wrap: break-word; padding: 0px; text-decoration-color: rgba(0, 0, 0, 0.3); transition: all 0.6s cubic-bezier(0.26, 0.42, 0, 0.96) 0s; vertical-align: baseline;" target="_blank">the rule of thirds.</a> Mastering this technique will give you visually appealing pictures, no matter what you’re photographing.</p><hr class="wp-block-separator is-style-wide" style="background-color: white; border-bottom-color: initial; border-bottom-style: solid; border-color: initial; border-image: initial; border-left-style: initial; border-left-width: 0px; border-left: 0px; border-right-style: initial; border-right-width: 0px; border-right: 0px; border-top-color: initial; border-top-style: solid; box-sizing: border-box; clear: both; height: 0px; margin: 40px 0px;" /><h3 style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; color: #1e242d; font-size: 1.5rem; line-height: 1.5; margin: 0px 0px 1rem; padding: 0px; vertical-align: baseline;">Isolate your subject</h3><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px 0px 1rem; padding: 0px; vertical-align: baseline;">As you can see, minimalist photography is about finding an element and isolating it. Having a clear background will help your camera focus only on your subject.</p><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px 0px 1rem; padding: 0px; vertical-align: baseline;">You just have to place it in such a way that it gives meaning to the image.</p><figure class="wp-block-image alignwide size-large" style="box-sizing: border-box; margin-bottom: 2.5rem; margin-top: 2.5rem; margin: 2.5rem calc(-50vw + 50%); max-width: 100vw;"><img alt="Minimalist photography" class="wp-image-471347" data-cfsrc="https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-isolate-your-subject-e1606912816297-1024x668.png" height="668" loading="lazy" sizes="(max-width: 1024px) 100vw, 1024px" src="https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-isolate-your-subject-e1606912816297-1024x668.png" srcset="https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-isolate-your-subject-e1606912816297-1024x668.png 1024w, https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-isolate-your-subject-e1606912816297-300x196.png 300w, https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-isolate-your-subject-e1606912816297-768x501.png 768w, https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-isolate-your-subject-e1606912816297-1536x1002.png 1536w, https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-isolate-your-subject-e1606912816297-178x116.png 178w, https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-isolate-your-subject-e1606912816297.png 1981w" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border-radius: inherit; border: 0px; box-sizing: border-box; height: auto; line-height: 0; margin: 0px; max-width: 100%; padding: 0px; vertical-align: baseline; width: 393.091px;" width="1024" /><figcaption style="box-sizing: border-box; color: #cccccc; font-size: 14px; margin-bottom: 1em; margin-top: 0.5em; text-align: center;">Isolate your subject</figcaption></figure><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px 0px 1rem; padding: 0px; vertical-align: baseline;">You can put your subject in the middle, on the right, on the left, maybe at the bottom of the photograph. Try different angles and detach the subject from crowded elements.</p><hr class="wp-block-separator is-style-wide" style="background-color: white; border-bottom-color: initial; border-bottom-style: solid; border-color: initial; border-image: initial; border-left-style: initial; border-left-width: 0px; border-left: 0px; border-right-style: initial; border-right-width: 0px; border-right: 0px; border-top-color: initial; border-top-style: solid; box-sizing: border-box; clear: both; height: 0px; margin: 40px 0px;" /><h3 style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; color: #1e242d; font-size: 1.5rem; line-height: 1.5; margin: 0px 0px 1rem; padding: 0px; vertical-align: baseline;">Negative space</h3><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px 0px 1rem; padding: 0px; vertical-align: baseline;">Simply put, <a href="https://wp-modula.com/what-is-negative-space/" rel="noreferrer noopener" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; color: #774cce; margin: 0px; overflow-wrap: break-word; padding: 0px; text-decoration-color: rgba(0, 0, 0, 0.3); transition: all 0.6s cubic-bezier(0.26, 0.42, 0, 0.96) 0s; vertical-align: baseline;" target="_blank">negative space</a> is the area around the subject in a picture.</p><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px 0px 1rem; padding: 0px; vertical-align: baseline;">Negative space can contain small details or elements, but most photographers choose to shoot empty spaces like the sky, lake, hill, and so on.</p><figure class="wp-block-image alignwide size-large" style="box-sizing: border-box; margin-bottom: 2.5rem; margin-top: 2.5rem; margin: 2.5rem calc(-50vw + 50%); max-width: 100vw;"><img alt="Minimalist photography" class="wp-image-471348" data-cfsrc="https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-negative-space-e1606912832908-1024x669.png" height="669" loading="lazy" sizes="(max-width: 1024px) 100vw, 1024px" src="https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-negative-space-e1606912832908-1024x669.png" srcset="https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-negative-space-e1606912832908-1024x669.png 1024w, https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-negative-space-e1606912832908-300x196.png 300w, https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-negative-space-e1606912832908-768x502.png 768w, https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-negative-space-e1606912832908-1536x1003.png 1536w, https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-negative-space-e1606912832908-178x116.png 178w, https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-negative-space-e1606912832908.png 1970w" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border-radius: inherit; border: 0px; box-sizing: border-box; height: auto; line-height: 0; margin: 0px; max-width: 100%; padding: 0px; vertical-align: baseline; width: 393.091px;" width="1024" /><figcaption style="box-sizing: border-box; color: #cccccc; font-size: 14px; margin-bottom: 1em; margin-top: 0.5em; text-align: center;">Negative space</figcaption></figure><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px 0px 1rem; padding: 0px; vertical-align: baseline;">Minimalism is about simplifying the background to bring your subject into the foreground.</p><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px 0px 1rem; padding: 0px; vertical-align: baseline;">To achieve the perfect negative space, you have to make sure that there is balance between your subject and the impact of the empty area.</p><hr class="wp-block-separator is-style-wide" style="background-color: white; border-bottom-color: initial; border-bottom-style: solid; border-color: initial; border-image: initial; border-left-style: initial; border-left-width: 0px; border-left: 0px; border-right-style: initial; border-right-width: 0px; border-right: 0px; border-top-color: initial; border-top-style: solid; box-sizing: border-box; clear: both; height: 0px; margin: 40px 0px;" /><h2 id="c" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; color: #1e242d; font-size: 1.875rem; line-height: 1.65; margin: 0px 0px 1rem; padding: 0px; vertical-align: baseline;">What are the elements that refine minimalist photography?</h2><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px 0px 1rem; padding: 0px; vertical-align: baseline;">Mastering the art of minimalist photography needs patience and practice.</p><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px 0px 1rem; padding: 0px; vertical-align: baseline;">You have to try different angles, perspectives, subjects, colors, textures, and so on. You may not be an expert at first, but by continuing to learn and try different compositions, I assure you that you will become a professional.</p><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px 0px 1rem; padding: 0px; vertical-align: baseline;">Even professional photographers still have a lot to learn. Don’t give up and get creative with details.</p><h3 style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; color: #1e242d; font-size: 1.5rem; line-height: 1.5; margin: 0px 0px 1rem; padding: 0px; vertical-align: baseline;">Complementary colors</h3><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px 0px 1rem; padding: 0px; vertical-align: baseline;">I highly recommend <a href="https://wp-modula.com/colorize-black-and-white-photos/" rel="noreferrer noopener" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; color: #774cce; margin: 0px; overflow-wrap: break-word; padding: 0px; text-decoration-color: rgba(0, 0, 0, 0.3); transition: all 0.6s cubic-bezier(0.26, 0.42, 0, 0.96) 0s; vertical-align: baseline;" target="_blank">black and white pictures</a> in terms of minimalist photographs, but sometimes, it is much more interesting to play with colors and get contrasting hues.</p><figure class="wp-block-image alignwide size-large" style="box-sizing: border-box; margin-bottom: 2.5rem; margin-top: 2.5rem; margin: 2.5rem calc(-50vw + 50%); max-width: 100vw;"><img alt="Minimalist photography" class="wp-image-471349" data-cfsrc="https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-complementary-colors-e1606912852518-1024x658.png" height="658" loading="lazy" sizes="(max-width: 1024px) 100vw, 1024px" src="https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-complementary-colors-e1606912852518-1024x658.png" srcset="https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-complementary-colors-e1606912852518-1024x658.png 1024w, https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-complementary-colors-e1606912852518-300x193.png 300w, https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-complementary-colors-e1606912852518-768x493.png 768w, https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-complementary-colors-e1606912852518-1536x987.png 1536w, https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-complementary-colors-e1606912852518-181x116.png 181w, https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-complementary-colors-e1606912852518.png 1986w" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border-radius: inherit; border: 0px; box-sizing: border-box; height: auto; line-height: 0; margin: 0px; max-width: 100%; padding: 0px; vertical-align: baseline; width: 393.091px;" width="1024" /><figcaption style="box-sizing: border-box; color: #cccccc; font-size: 14px; margin-bottom: 1em; margin-top: 0.5em; text-align: center;">Complementary colors</figcaption></figure><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px 0px 1rem; padding: 0px; vertical-align: baseline;">If you experiment with angles and techniques, you will see that even contrasting shapes or patterns will get you the most amazing minimalist images.</p><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px 0px 1rem; padding: 0px; vertical-align: baseline;">Also, bright colors will always play a significant role in photography. Don’t be afraid to experiment with shades and pay attention to the colors that complement each other.</p><hr class="wp-block-separator is-style-wide" style="background-color: white; border-bottom-color: initial; border-bottom-style: solid; border-color: initial; border-image: initial; border-left-style: initial; border-left-width: 0px; border-left: 0px; border-right-style: initial; border-right-width: 0px; border-right: 0px; border-top-color: initial; border-top-style: solid; box-sizing: border-box; clear: both; height: 0px; margin: 40px 0px;" /><h3 style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; color: #1e242d; font-size: 1.5rem; line-height: 1.5; margin: 0px 0px 1rem; padding: 0px; vertical-align: baseline;">Textures</h3><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px 0px 1rem; padding: 0px; vertical-align: baseline;">Just like the colors complement each other, so do the textures. But do you know what would make minimalist photography more artistic? Mixing colors and textures in one picture.</p><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px 0px 1rem; padding: 0px; vertical-align: baseline;">Minimalist compositions emphasize simplicity, and you should see the colors and textures that match. A simple pop up of color or texture will take your skills to another level.</p><figure class="wp-block-image alignwide size-large" style="box-sizing: border-box; margin-bottom: 2.5rem; margin-top: 2.5rem; margin: 2.5rem calc(-50vw + 50%); max-width: 100vw;"><img alt="Minimalist photography" class="wp-image-471350" data-cfsrc="https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-textures-e1606912872743-1024x658.png" height="658" loading="lazy" sizes="(max-width: 1024px) 100vw, 1024px" src="https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-textures-e1606912872743-1024x658.png" srcset="https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-textures-e1606912872743-1024x658.png 1024w, https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-textures-e1606912872743-300x193.png 300w, https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-textures-e1606912872743-768x493.png 768w, https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-textures-e1606912872743-1536x987.png 1536w, https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-textures-e1606912872743-181x116.png 181w, https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-textures-e1606912872743.png 1986w" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border-radius: inherit; border: 0px; box-sizing: border-box; height: auto; line-height: 0; margin: 0px; max-width: 100%; padding: 0px; vertical-align: baseline; width: 393.091px;" width="1024" /><figcaption style="box-sizing: border-box; color: #cccccc; font-size: 14px; margin-bottom: 1em; margin-top: 0.5em; text-align: center;">Minimalist textures</figcaption></figure><blockquote class="wp-block-quote" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; color: black; font-size: 1.0625rem; font-weight: 700; margin: 0px 0px 1rem; padding-bottom: 0px; padding-left: 2.5rem !important; padding-right: 0px; padding-top: 0px; padding: 0px 0px 0px 2.5rem; position: relative; quotes: none; vertical-align: baseline;"><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px 0px 1rem; padding: 0px; vertical-align: baseline;">The photographer has almost as much control over his subject matter as a painter. He can control light and shade, form and space, pattern and texture, motion and mood, everything except composition.</p><cite style="align-items: center; background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: none; box-sizing: border-box; color: #999999; display: flex; font-style: normal; margin: 0px; padding: 0px; vertical-align: baseline;">– Andreas Feininger</cite></blockquote><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px 0px 1rem; padding: 0px; vertical-align: baseline;">But still, from the composition that delights his eyes, he can create something majestic.</p><hr class="wp-block-separator is-style-wide" style="background-color: white; border-bottom-color: initial; border-bottom-style: solid; border-color: initial; border-image: initial; border-left-style: initial; border-left-width: 0px; border-left: 0px; border-right-style: initial; border-right-width: 0px; border-right: 0px; border-top-color: initial; border-top-style: solid; box-sizing: border-box; clear: both; height: 0px; margin: 40px 0px;" /><h3 style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; color: #1e242d; font-size: 1.5rem; line-height: 1.5; margin: 0px 0px 1rem; padding: 0px; vertical-align: baseline;">Lines and shapes</h3><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px 0px 1rem; padding: 0px; vertical-align: baseline;">Moving on, another element that goes hand in hand with this genre of photography is minimalist architecture.</p><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px 0px 1rem; padding: 0px; vertical-align: baseline;">Observing lines, shapes, and geometric patterns can give you attractive backdrops for your minimalist shooting.</p><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px 0px 1rem; padding: 0px; vertical-align: baseline;">Walls, windows, stairs are all sublime for minimalist photography. There are fantastic perspectives, you just have to see them.</p><figure class="wp-block-image alignwide size-large" style="box-sizing: border-box; margin-bottom: 2.5rem; margin-top: 2.5rem; margin: 2.5rem calc(-50vw + 50%); max-width: 100vw;"><img alt="Minimalist photography" class="wp-image-471351" data-cfsrc="https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-lines-and-shapes-e1606912890713-1024x659.png" height="659" loading="lazy" sizes="(max-width: 1024px) 100vw, 1024px" src="https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-lines-and-shapes-e1606912890713-1024x659.png" srcset="https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-lines-and-shapes-e1606912890713-1024x659.png 1024w, https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-lines-and-shapes-e1606912890713-300x193.png 300w, https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-lines-and-shapes-e1606912890713-768x495.png 768w, https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-lines-and-shapes-e1606912890713-1536x989.png 1536w, https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-lines-and-shapes-e1606912890713-180x116.png 180w, https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-lines-and-shapes-e1606912890713.png 1991w" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border-radius: inherit; border: 0px; box-sizing: border-box; height: auto; line-height: 0; margin: 0px; max-width: 100%; padding: 0px; vertical-align: baseline; width: 393.091px;" width="1024" /><figcaption style="box-sizing: border-box; color: #cccccc; font-size: 14px; margin-bottom: 1em; margin-top: 0.5em; text-align: center;">Lines and shapes</figcaption></figure><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px 0px 1rem; padding: 0px; vertical-align: baseline;">Also, repetition is an important element of minimalism as geometry, shapes, lines, and so on.</p><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px 0px 1rem; padding: 0px; vertical-align: baseline;">If you want to give your pictures a sense of abstraction, get creative with these elements, and practice until you get something out of the ordinary.</p><hr class="wp-block-separator is-style-wide" style="background-color: white; border-bottom-color: initial; border-bottom-style: solid; border-color: initial; border-image: initial; border-left-style: initial; border-left-width: 0px; border-left: 0px; border-right-style: initial; border-right-width: 0px; border-right: 0px; border-top-color: initial; border-top-style: solid; box-sizing: border-box; clear: both; height: 0px; margin: 40px 0px;" /><h2 id="d" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; color: #1e242d; font-size: 1.875rem; line-height: 1.65; margin: 0px 0px 1rem; padding: 0px; vertical-align: baseline;">How can I tell a story by practicing minimalist photography?</h2><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px 0px 1rem; padding: 0px; vertical-align: baseline;">As difficult as it may seem, having skills in minimalist photography and seeing the details that glamorize your pictures will create the most meaningful stories.</p><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px 0px 1rem; padding: 0px; vertical-align: baseline;">Take your minimalist photography skills to another level and tell a story with your pictures. You can practice this genre of photography anywhere.</p><figure class="wp-block-image alignwide size-large" style="box-sizing: border-box; margin-bottom: 2.5rem; margin-top: 2.5rem; margin: 2.5rem calc(-50vw + 50%); max-width: 100vw;"><img alt="Minimalist photography" class="wp-image-471352" data-cfsrc="https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-concept-e1606912908596-1024x657.png" height="657" loading="lazy" sizes="(max-width: 1024px) 100vw, 1024px" src="https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-concept-e1606912908596-1024x657.png" srcset="https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-concept-e1606912908596-1024x657.png 1024w, https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-concept-e1606912908596-300x192.png 300w, https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-concept-e1606912908596-768x493.png 768w, https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-concept-e1606912908596-1536x985.png 1536w, https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-concept-e1606912908596-181x116.png 181w, https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-concept-e1606912908596.png 1981w" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border-radius: inherit; border: 0px; box-sizing: border-box; height: auto; line-height: 0; margin: 0px; max-width: 100%; padding: 0px; vertical-align: baseline; width: 393.091px;" width="1024" /><figcaption style="box-sizing: border-box; color: #cccccc; font-size: 14px; margin-bottom: 1em; margin-top: 0.5em; text-align: center;">Minimalist concept</figcaption></figure><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px 0px 1rem; padding: 0px; vertical-align: baseline;">You can take photos in the city and mix your <a href="https://wp-modula.com/street-photography/" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; color: #774cce; margin: 0px; overflow-wrap: break-word; padding: 0px; text-decoration-color: rgba(0, 0, 0, 0.3); transition: all 0.6s cubic-bezier(0.26, 0.42, 0, 0.96) 0s; vertical-align: baseline;">street photography</a> skills with minimalist photography, or you can walk through nature and see the most divine scenarios.</p><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px 0px 1rem; padding: 0px; vertical-align: baseline;">If you want to get a perfect story, you have to integrate your elements and unite them in harmony. Practice all the tips mentioned in this article, and you will see improvements coming in time.</p><hr class="wp-block-separator is-style-wide" style="background-color: white; border-bottom-color: initial; border-bottom-style: solid; border-color: initial; border-image: initial; border-left-style: initial; border-left-width: 0px; border-left: 0px; border-right-style: initial; border-right-width: 0px; border-right: 0px; border-top-color: initial; border-top-style: solid; box-sizing: border-box; clear: both; height: 0px; margin: 40px 0px;" /><h2 id="f" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; color: #1e242d; font-size: 1.875rem; line-height: 1.65; margin: 0px 0px 1rem; padding: 0px; vertical-align: baseline;">What techniques should I use?</h2><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px 0px 1rem; padding: 0px; vertical-align: baseline;">When shooting minimalist photography, most photographers use a DSLR camera. These cameras will help you create a perfect depth of field and get creative with the bokeh effect.</p><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px 0px 1rem; padding: 0px; vertical-align: baseline;">However, you can also shoot with a smartphone because it isn’t necessary to use the bokeh effect.</p><figure class="wp-block-image alignwide size-large" style="box-sizing: border-box; margin-bottom: 2.5rem; margin-top: 2.5rem; margin: 2.5rem calc(-50vw + 50%); max-width: 100vw;"><img alt="Minimalist photography" class="wp-image-471353" data-cfsrc="https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-bokeh-e1606912925934-1024x657.png" height="657" loading="lazy" sizes="(max-width: 1024px) 100vw, 1024px" src="https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-bokeh-e1606912925934-1024x657.png" srcset="https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-bokeh-e1606912925934-1024x657.png 1024w, https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-bokeh-e1606912925934-300x192.png 300w, https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-bokeh-e1606912925934-768x493.png 768w, https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-bokeh-e1606912925934-1536x985.png 1536w, https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-bokeh-e1606912925934-181x116.png 181w, https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-bokeh-e1606912925934.png 1981w" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border-radius: inherit; border: 0px; box-sizing: border-box; height: auto; line-height: 0; margin: 0px; max-width: 100%; padding: 0px; vertical-align: baseline; width: 393.091px;" width="1024" /><figcaption style="box-sizing: border-box; color: #cccccc; font-size: 14px; margin-bottom: 1em; margin-top: 0.5em; text-align: center;">Bokeh</figcaption></figure><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px 0px 1rem; padding: 0px; vertical-align: baseline;">Speaking of minimalist photography, you have to get perfect and clear lines. If you already have a digital camera and buying a DSLR would be too much, take out your smartphone and let your eyes frame minimalist art.</p><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px 0px 1rem; padding: 0px; vertical-align: baseline;">Nowadays, smartphones have become quite advanced and professional. You can take the pictures you want by taking advantage of these devices.</p><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px 0px 1rem; padding: 0px; vertical-align: baseline;">So, what do you say? Are you ready to compose some minimalist photos?</p><hr class="wp-block-separator is-style-wide" style="background-color: white; border-bottom-color: initial; border-bottom-style: solid; border-color: initial; border-image: initial; border-left-style: initial; border-left-width: 0px; border-left: 0px; border-right-style: initial; border-right-width: 0px; border-right: 0px; border-top-color: initial; border-top-style: solid; box-sizing: border-box; clear: both; height: 0px; margin: 40px 0px;" /><h2 id="g" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; color: #1e242d; font-size: 1.875rem; line-height: 1.65; margin: 0px 0px 1rem; padding: 0px; vertical-align: baseline;">What’s next?</h2><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px 0px 1rem; padding: 0px; vertical-align: baseline;">Once you have followed these tips and practiced this type of photography, you can<a href="https://wp-modula.com/photography-portfolio/" rel="noreferrer noopener" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; color: #774cce; margin: 0px; overflow-wrap: break-word; padding: 0px; text-decoration-color: rgba(0, 0, 0, 0.3); transition: all 0.6s cubic-bezier(0.26, 0.42, 0, 0.96) 0s; vertical-align: baseline;" target="_blank"> create an online portfolio</a>. Why? Well, I’m sure that you are a master of photography and will manage to get great perspectives.</p><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px 0px 1rem; padding: 0px; vertical-align: baseline;">People need to see your vision, and you have to show them what you are capable of.</p><figure class="wp-block-image alignwide size-large" style="box-sizing: border-box; margin-bottom: 2.5rem; margin-top: 2.5rem; margin: 2.5rem calc(-50vw + 50%); max-width: 100vw;"><img alt="Create an image gallery" class="wp-image-471354" data-cfsrc="https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-image-gallery-e1606912941582-1024x664.png" height="664" loading="lazy" sizes="(max-width: 1024px) 100vw, 1024px" src="https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-image-gallery-e1606912941582-1024x664.png" srcset="https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-image-gallery-e1606912941582-1024x664.png 1024w, https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-image-gallery-e1606912941582-300x194.png 300w, https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-image-gallery-e1606912941582-768x498.png 768w, https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-image-gallery-e1606912941582-1536x995.png 1536w, https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-image-gallery-e1606912941582-179x116.png 179w, https://wp-modula.com/wp-content/uploads/2020/11/minimalist-photography-image-gallery-e1606912941582.png 1986w" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border-radius: inherit; border: 0px; box-sizing: border-box; height: auto; line-height: 0; margin: 0px; max-width: 100%; padding: 0px; vertical-align: baseline; width: 393.091px;" width="1024" /><figcaption style="box-sizing: border-box; color: #cccccc; font-size: 14px; margin-bottom: 1em; margin-top: 0.5em; text-align: center;">Minimalist photography</figcaption></figure><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px 0px 1rem; padding: 0px; vertical-align: baseline;">It doesn’t hurt to have a community that appreciates your work and that you can exchange ideas with. If you don’t already have a website, you can build one with <a href="https://wordpress.org/" rel="noreferrer noopener" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; color: #774cce; margin: 0px; overflow-wrap: break-word; padding: 0px; text-decoration-color: rgba(0, 0, 0, 0.3); transition: all 0.6s cubic-bezier(0.26, 0.42, 0, 0.96) 0s; vertical-align: baseline;" target="_blank">WordPress</a>. This website builder is <a href="https://wp-modula.com/wordpress-for-photographers/" rel="noreferrer noopener" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; color: #774cce; margin: 0px; overflow-wrap: break-word; padding: 0px; text-decoration-color: rgba(0, 0, 0, 0.3); transition: all 0.6s cubic-bezier(0.26, 0.42, 0, 0.96) 0s; vertical-align: baseline;" target="_blank">the perfect match for your photography business</a>.</p><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px 0px 1rem; padding: 0px; vertical-align: baseline;">Besides the fact that it has a lot of features, you can take advantage of <a href="https://wp-modula.com/best-wordpress-portfolio-plugins-photographers/" rel="noreferrer noopener" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; color: #774cce; margin: 0px; overflow-wrap: break-word; padding: 0px; text-decoration-color: rgba(0, 0, 0, 0.3); transition: all 0.6s cubic-bezier(0.26, 0.42, 0, 0.96) 0s; vertical-align: baseline;" target="_blank">the best portfolio plugins for photographers and creatives</a>. Here’s a tip! Go with <a href="https://wp-modula.com/pricing/" rel="noreferrer noopener" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; color: #774cce; margin: 0px; overflow-wrap: break-word; padding: 0px; text-decoration-color: rgba(0, 0, 0, 0.3); transition: all 0.6s cubic-bezier(0.26, 0.42, 0, 0.96) 0s; vertical-align: baseline;" target="_blank">Modula</a>. Or you can go with the flow. Whatever your choice is, I’m sure it will be right for you.</p><hr class="wp-block-separator is-style-wide" style="background-color: white; border-bottom-color: initial; border-bottom-style: solid; border-color: initial; border-image: initial; border-left-style: initial; border-left-width: 0px; border-left: 0px; border-right-style: initial; border-right-width: 0px; border-right: 0px; border-top-color: initial; border-top-style: solid; box-sizing: border-box; clear: both; height: 0px; margin: 40px 0px;" /><h2 id="e" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; color: #1e242d; font-size: 1.875rem; line-height: 1.65; margin: 0px 0px 1rem; padding: 0px; vertical-align: baseline;">Key takeaways</h2><ul style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; list-style: none; margin: 0px 0px 1rem; padding: 0px 0px 0px 18px; vertical-align: baseline;"><li style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; list-style: disc; margin: 0px 0px 5px; padding: 0px; vertical-align: baseline;">Minimalism means finding art in simple things.</li><li style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; list-style: disc; margin: 0px 0px 5px; padding: 0px; vertical-align: baseline;">Less is more.</li><li style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; list-style: disc; margin: 0px 0px 5px; padding: 0px; vertical-align: baseline;">Keep it simple.</li><li style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; list-style: disc; margin: 0px 0px 5px; padding: 0px; vertical-align: baseline;">Repetition is an important element of minimalism.</li><li style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; list-style: disc; margin: 0px 0px 5px; padding: 0px; vertical-align: baseline;">Focus on simplicity.</li><li style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; list-style: disc; margin: 0px 0px 5px; padding: 0px; vertical-align: baseline;">Get inspiration from other photographers.</li><li style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; list-style: disc; margin: 0px 0px 5px; padding: 0px; vertical-align: baseline;">Pose the elements in perfect symmetry.</li><li style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; list-style: disc; margin: 0px 0px 5px; padding: 0px; vertical-align: baseline;">Use the rule of thirds.</li><li style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; list-style: disc; margin: 0px 0px 5px; padding: 0px; vertical-align: baseline;">Isolate your subject.</li><li style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; list-style: disc; margin: 0px 0px 5px; padding: 0px; vertical-align: baseline;">Use negative space.</li><li style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; list-style: disc; margin: 0px 0px 5px; padding: 0px; vertical-align: baseline;">Be patient and practice a lot.</li><li style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; list-style: disc; margin: 0px 0px 5px; padding: 0px; vertical-align: baseline;">Find colors that complement each other.</li><li style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; list-style: disc; margin: 0px 0px 5px; padding: 0px; vertical-align: baseline;">Use contrast colors, hues, shapes in your pictures.</li><li style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; list-style: disc; margin: 0px 0px 5px; padding: 0px; vertical-align: baseline;">Get creative with textures.</li><li style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; list-style: disc; margin: 0px 0px 5px; padding: 0px; vertical-align: baseline;">Mingle colors and textures.</li><li style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; list-style: disc; margin: 0px 0px 5px; padding: 0px; vertical-align: baseline;">Concentrate on lines, shapes, and geometry.</li><li style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; list-style: disc; margin: 0px 0px 5px; padding: 0px; vertical-align: baseline;">Use a DSLR camera to create a perfect depth of field or the effect of bokeh.</li><li style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; list-style: disc; margin: 0px 0px 5px; padding: 0px; vertical-align: baseline;">Take pictures with your smartphone.</li><li style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; list-style: disc; margin: 0px 0px 5px; padding: 0px; vertical-align: baseline;">Create an online portfolio.</li><li style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; list-style: disc; margin: 0px 0px 5px; padding: 0px; vertical-align: baseline;">Find a tool to help you customize your portfolio.</li></ul><hr class="wp-block-separator is-style-wide" style="background-color: white; border-bottom-color: initial; border-bottom-style: solid; border-color: initial; border-image: initial; border-left-style: initial; border-left-width: 0px; border-left: 0px; border-right-style: initial; border-right-width: 0px; border-right: 0px; border-top-color: initial; border-top-style: solid; box-sizing: border-box; clear: both; height: 0px; margin: 40px 0px;" /><h2 style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; color: #1e242d; font-size: 1.875rem; line-height: 1.65; margin: 0px 0px 1rem; padding: 0px; vertical-align: baseline;">Final thoughts</h2><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px 0px 1rem; padding: 0px; vertical-align: baseline;">Minimalist photography is a subjective genre that is open to interpretation. You only have to go out there and get creative with fundamental elements.</p><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px 0px 1rem; padding: 0px; vertical-align: baseline;">Enjoy the shapes, textures, lines, and let your imagination go wild. So do you. Explore as many places as possible and find stuff that can improve your style of taking pictures.</p><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px 0px 1rem; padding: 0px; vertical-align: baseline;">Reaching the step where you will be able to see the importance of simple things, you will be able to have fun with perspectives, angles, and other factors more straightforward. </p><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px 0px 1rem; padding: 0px; vertical-align: baseline;"><br /></p><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px 0px 1rem; padding: 0px; vertical-align: baseline;"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; font-weight: 700; margin: 0px; padding: 0px; vertical-align: baseline;">Table of contents</span></p><ul style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; list-style: none; margin: 0px 0px 1rem; padding: 0px 0px 0px 18px; vertical-align: baseline;"><li style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; list-style: disc; margin: 0px 0px 5px; padding: 0px; vertical-align: baseline;"><a href="https://wp-modula.com/minimalist-photography/#a" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; color: #774cce; margin: 0px; overflow-wrap: break-word; padding: 0px; text-decoration-color: rgba(0, 0, 0, 0.3); transition: all 0.6s cubic-bezier(0.26, 0.42, 0, 0.96) 0s; vertical-align: baseline;">What is minimalist photography?</a></li><li style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; list-style: disc; margin: 0px 0px 5px; padding: 0px; vertical-align: baseline;"><a href="https://wp-modula.com/minimalist-photography/#b" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; color: #774cce; margin: 0px; overflow-wrap: break-word; padding: 0px; text-decoration-color: rgba(0, 0, 0, 0.3); transition: all 0.6s cubic-bezier(0.26, 0.42, 0, 0.96) 0s; vertical-align: baseline;">Things to consider as a minimalist photographer</a></li><li style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; list-style: disc; margin: 0px 0px 5px; padding: 0px; vertical-align: baseline;"><a href="https://wp-modula.com/minimalist-photography/#c" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; color: #774cce; margin: 0px; overflow-wrap: break-word; padding: 0px; text-decoration-color: rgba(0, 0, 0, 0.3); transition: all 0.6s cubic-bezier(0.26, 0.42, 0, 0.96) 0s; vertical-align: baseline;">What are the elements that refine minimalist photography?</a></li><li style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; list-style: disc; margin: 0px 0px 5px; padding: 0px; vertical-align: baseline;"><a href="https://wp-modula.com/minimalist-photography/#d" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; color: #774cce; margin: 0px; overflow-wrap: break-word; padding: 0px; text-decoration-color: rgba(0, 0, 0, 0.3); transition: all 0.6s cubic-bezier(0.26, 0.42, 0, 0.96) 0s; vertical-align: baseline;">How can I tell a story by practicing minimalist photography?</a></li><li style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; list-style: disc; margin: 0px 0px 5px; padding: 0px; vertical-align: baseline;"><a href="https://wp-modula.com/minimalist-photography/#f" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; color: #774cce; margin: 0px; overflow-wrap: break-word; padding: 0px; text-decoration-color: rgba(0, 0, 0, 0.3); transition: all 0.6s cubic-bezier(0.26, 0.42, 0, 0.96) 0s; vertical-align: baseline;">What techniques should I use?</a></li><li style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; list-style: disc; margin: 0px 0px 5px; padding: 0px; vertical-align: baseline;"><a href="https://wp-modula.com/minimalist-photography/#g" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; color: #774cce; margin: 0px; overflow-wrap: break-word; padding: 0px; text-decoration-color: rgba(0, 0, 0, 0.3); transition: all 0.6s cubic-bezier(0.26, 0.42, 0, 0.96) 0s; vertical-align: baseline;">What’s next?</a></li><li></li></ul></div></div></div></section>Sita Rahmahhttp://www.blogger.com/profile/12298002931395331640noreply@blogger.com0tag:blogger.com,1999:blog-3218641716941214747.post-26012158051574149832021-08-06T10:00:00.004-07:002021-09-21T07:59:58.927-07:00Charity Work; Jual Baju Bekas <p></p><div class="separator" style="clear: both; text-align: center;"><br /></div><span style="font-size: medium;">Charity Work; Jual Baju Bekas <br /></span><div class="separator" style="clear: both; text-align: center;"><span style="text-align: left;"><br /></span></div><div class="separator" style="clear: both; text-align: center;"><span style="text-align: left;">Jakarta, 6 Agustus 2017</span></div><p></p><p>Hari Minggu, pagi-pagi kami tim penjual baju bekas layak pakai dari komunitas #1N3B kembali beraksi. Walaupun hanya bertiga dan cewe semuanya, tetep kami berjualan dalam rangka mencari dana untuk kegiatan pembuatan rumah baca. Tidak ada kata menyerah, kami tetap berjuang demi anak bangsa. Merdeka!! </p><p>Pagi-pagi kami sudah siap, saya pikir saya akan telat karena tunggu grab cukup lama, untung mba Lies Maria baik hati, dan saya di tunggu dengan sabar. Begitu sampe ke rumahnya, mba Lies sudah siap di mobil, siap cusss. </p><p>Dari kawasan kalibata kami meluncur ke kawasan Cinere, jalanan cukup lancar, hanya tersendat sedikit di pasar pondok labu. Ahirnya jam 8:00 pagi lewat kami sampe ke TKP. Di sana non Itink Sandrina Sarwoko nan cantik berkaca mata putih, so kiyutt bow, sudah sampe duluan dan siap menggelar dagangan nya. </p><p>Kami menggelar semua dagangan yg berupa baju anak2, baju2 wanita remaja dan dewasa, baju pria, sepatu, tas dan sebagainya. </p><p>Satu persatu pembeli berdatangan. Dengan sedikit usaha teriakan "YARLEEEEE", dibayar dan dipilih pembeli berbondong - bondong berdatangan. Laki - laki, perempuan, Bapak-bapak, anak muda, ibu - ibu, remaja putri dan anak-anak semua antusias memilih dagangan yang kami sediakan. Mereka memilih baju - baju yang akan di belinya dengan semangat 45, ada yang easy going, ada yang sedikit tawar menawar, namun semua transaksi berjalan lancar. Semua membeli dengan senang hati. </p><p>Semua pembeli senang berbisnis dan berbelanja dengan Kami. Bahkan diantara mereka banyak yang tanya kapan jualan lagi? Ada yang kasih nomor telepon kalau jualan lagi minta dihubungi. Ada juga sejumlah anak2 muda alias para brondongs yang antusias membeli jualan kami. Sayang baju2 untuk cowok tidak begitu banyak daripada baju2 tuk cewe. </p><p>Pada jam 10 pagi kami harus tutup dan rapi2 karena masih ada kegiatan lain yang menunggu, namun para pembeli tidak mau beranjak pergi, sebagian masih pilih - pilih baju terussss... Wah bisa gak tutup-tutup kita ni. Ahirnya hampir jam 10 :30, warung baju dadakan kami tutup juga. Semua barang dagangan kita rapikan dan sisa barang dagangan di simpan dulu. Jika di perlukan kita akan bergerak jualan lagi. </p><p>Dalam dua jam berjualan, lumayan lah terkumpul juga dana yang lumayan lah. </p><p>Dana hasil penjualan baju2 ini, di samping sumbangan dana Cash dan natura lainnya akan di gunakan untuk charity yaitu pembuatan RUMAH BACA dan kegiatan SAINS di Pulau Manipa, Maluku. Adapun penggagas dan pelaksana pembuatan rumah baca tersebut adalah Komunitas Satu Nusa Satu Bangsa Satu Bumi, 1N3B, yang mempunyai motto :</p><p>Pendidikan mestinya BEBAS SEKAT Geografis, Suku, Agama, Ras, dan Golongan Sosial. </p><p><br /></p><p>#1N3B</p><p><br /></p><p>"There is only one happiness in this life, to love and be loved"</p><p><br /></p><p>Trimakasih non </p><p>@Trining Jatmiko@Diah Duniati@Connie Carolina</p><p>Yang telah sumbang Baju2bekas nya. </p><div class="separator" style="clear: both; text-align: center;"><a href="https://1.bp.blogspot.com/-SHkCmiVaqa4/YUnyuTxYT7I/AAAAAAAAXKY/NHz90t7CmN0a1d_5AAuxuePOPoVjtHVXQCLcBGAsYHQ/s960/a.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="596" data-original-width="960" height="320" src="https://1.bp.blogspot.com/-SHkCmiVaqa4/YUnyuTxYT7I/AAAAAAAAXKY/NHz90t7CmN0a1d_5AAuxuePOPoVjtHVXQCLcBGAsYHQ/w307-h320/a.jpg" width="307" /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://1.bp.blogspot.com/-DD87t6tTCR4/YUnyuZl91zI/AAAAAAAAXKU/1m65x_gHwLMzFQJUN_rWhYJaucNxLYZbwCLcBGAsYHQ/s960/b.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="581" data-original-width="960" height="194" src="https://1.bp.blogspot.com/-DD87t6tTCR4/YUnyuZl91zI/AAAAAAAAXKU/1m65x_gHwLMzFQJUN_rWhYJaucNxLYZbwCLcBGAsYHQ/w320-h194/b.jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://1.bp.blogspot.com/-a6UoJR6k_qA/YUnyuZb46PI/AAAAAAAAXKQ/CDNwF79VuPUqDaafjHX5kO5Z6lQmnDU3gCLcBGAsYHQ/s960/c.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="619" data-original-width="960" height="206" src="https://1.bp.blogspot.com/-a6UoJR6k_qA/YUnyuZb46PI/AAAAAAAAXKQ/CDNwF79VuPUqDaafjHX5kO5Z6lQmnDU3gCLcBGAsYHQ/s320/c.jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://1.bp.blogspot.com/-1lHv9tIOkM4/YUnyxGyir5I/AAAAAAAAXKc/UVnOXpEOxus6h3Z4ql0Jc9YKUfMe05qSgCLcBGAsYHQ/s960/d.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="680" data-original-width="960" height="227" src="https://1.bp.blogspot.com/-1lHv9tIOkM4/YUnyxGyir5I/AAAAAAAAXKc/UVnOXpEOxus6h3Z4ql0Jc9YKUfMe05qSgCLcBGAsYHQ/s320/d.jpg" width="320" /></a></div><br /><p><br /></p>Sita Rahmahhttp://www.blogger.com/profile/12298002931395331640noreply@blogger.com0tag:blogger.com,1999:blog-3218641716941214747.post-42478406893970328472021-07-24T21:59:00.002-07:002021-09-21T08:11:27.818-07:00Practical Life Aids the Mathematical Mind<div class="cntr" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; font-family: Poppins, sans-serif; margin: 0px auto; max-width: 1100px; outline: 0px; padding: 0px 20px; vertical-align: baseline; width: 393.091px;"><div class="amp-wp-content breadcrumb" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;"><ul class="breadcrumbs" id="breadcrumbs" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; list-style-position: inside; margin: 0px 0px 20px; outline: 0px; padding: 0px 0px 8px; vertical-align: baseline;"><b style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; color: #333333; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Practical Life Aids the Mathematical Mind</b></ul></div></div><div class="sp-cnt" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; clear: both; display: inline-block; font-family: Poppins, sans-serif; margin: 15px 0px 0px; outline: 0px; padding: 0px; vertical-align: baseline; width: 393.091px;"><div class="cntr" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px auto; max-width: 1100px; outline: 0px; padding: 0px 20px; vertical-align: baseline; width: 393.091px;"><div class="sp-rl" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; display: inline-block; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline; width: 353.091px;"><div class="sp-rt" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; flex-direction: column; justify-content: space-around; margin: 0px; order: 1; outline: 0px; padding: 0px; vertical-align: baseline; width: 353.091px;"><div class="cntn-wrp artl-cnt" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; line-height: 1.7; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline; word-break: break-word;"><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; line-height: 1.65; margin: 0px 0px 30px; outline: 0px; padding: 0px; text-align: justify; vertical-align: baseline; word-break: break-word;"><span class="acssf62a8" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">This is the article of a Montessori Guide from Council Oak Montessori School. Lila completed her AMI Montessori training in 2009, she has been teaching for close to a decade in the 3-6 year old classroom and is trying her best to create a Montessori environment at home for her 2 year old daughter, one of it is through the use of practical life activities.</span></p><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; line-height: 1.65; margin: 0px 0px 30px; outline: 0px; padding: 0px; text-align: justify; vertical-align: baseline; word-break: break-word;"><span class="acssf62a8" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Maria Montessori believed children of all ages crave inclusion in their environments. However, they do not always have the tools or skills to do so. With this in mind, she developed the practical life lessons and materials. These greatly mimic the “adult” work children see every day. By observing the children as they worked with practical life materials, Montessori discovered deeper learning taking place.</span></p><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; line-height: 1.65; margin: 0px 0px 30px; outline: 0px; padding: 0px; text-align: justify; vertical-align: baseline; word-break: break-word;"><span class="acssf62a8" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">The Montessori 3-6 year old classroom is filled with practical life work. It is arguably the most important part of the early childhood curriculum, if not the entire Montessori pedagogy. Learning to button, pour, cut, lace, and clean can help a child feel successful, independent, competent and an important part of their community. (There is a wealth of supporting studies, but <a href="https://www.gse.harvard.edu/news/uk/19/03/unlocking-science-motivation" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; box-sizing: border-box; color: #005be2; margin: 10px 0px; padding: 0px; text-decoration-line: none; transition: all 0.3s ease-in-out 0s; vertical-align: baseline;" target="_top">this is a good start.</a>) Children gain confidence as they become more independent. These activities also play a big role in preparing the child for success in language and mathematics.</span></p><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; line-height: 1.65; margin: 0px 0px 30px; outline: 0px; padding: 0px; text-align: justify; vertical-align: baseline; word-break: break-word;"><span class="acssf62a8" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">As we delve into distance learning, let us not forget that we can provide language and mathematic development in simple and everyday tasks. I might give the class activities like washing silverware, sorting their stuffed animals, or setting the table beautifully for dinner. I might even ask them to organize their sock drawer. While these tasks might feel like busy work or simple care of the community work, a lot more is going on here.</span></p><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; line-height: 1.65; margin: 0px 0px 30px; outline: 0px; padding: 0px; text-align: justify; vertical-align: baseline; word-break: break-word;"><span class="acssf62a8" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">So, what does your child learn while washing silverware, sorting animals, setting the table or a host of many other things that will aid math? </span></p><h4 style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px 0px 5px; outline: 0px; padding: 0px; text-align: justify; vertical-align: baseline;"><b style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Concentration</b><span class="acssf62a8" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; font-weight: 400; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;"></span></h4><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; line-height: 1.65; margin: 0px 0px 30px; outline: 0px; padding: 0px; text-align: justify; vertical-align: baseline; word-break: break-word;"><span class="acssf62a8" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">By providing simple and short activities to the young child, we provide them with clear moments of concentration and success. A child cannot be expected to sit for a 25-minute lesson without first learning to sit through a 30-second lesson. Through practical life activities, children slowly garner longer moments of concentration. </span></p><h4 style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px 0px 5px; outline: 0px; padding: 0px; text-align: justify; vertical-align: baseline;"><b style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Logical analysis of movements and sequence</b></h4><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; line-height: 1.65; margin: 0px 0px 30px; outline: 0px; padding: 0px; text-align: justify; vertical-align: baseline; word-break: break-word;"><span class="acssf62a8" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Anytime we learn a new skill, we are learning that things need to be done in the correct order. This can be as simple as learning to open a door, put on a sock or snap a button. To open a door, you have to hold the knob tightly, turn your wrist to turn the knob, pull or push the knob to move the door, step out of the way, and finally release the knob. That is 5 steps! As we learn, the command “Open the door” becomes just one step. We have internalized each of those 5 movements, but for the young child, that same command feels like many steps. If a child skips just one of these 5 steps, the door will not open.</span></p><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; line-height: 1.65; margin: 0px 0px 30px; outline: 0px; padding: 0px; text-align: justify; vertical-align: baseline; word-break: break-word;"><span class="acssf62a8" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Not only does a child have to learn each step, they also have to learn them in the correct order. Each new skill a child (and really anyone) learns, can benefit from this type of careful analysis. </span>In Montessori, we set up each practical life material to help isolate these movements, and to provide the child with practice they need to be successful in a larger task.</p><h4 style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px 0px 5px; outline: 0px; padding: 0px; text-align: justify; vertical-align: baseline;"><b style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Refinement of movements through repetition</b></h4><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; line-height: 1.65; margin: 0px 0px 30px; outline: 0px; padding: 0px; text-align: justify; vertical-align: baseline; word-break: break-word;"><span class="acssf62a8" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Practical life work, whether in a classroom or at home, allows for lots of repetition. Each simple task offers moments of repetition within the task itself and by repeating it over time. We all have seen a child take a towel that you had just folded, unfold it and fold it over and over again. While this might feel exhausting as you work to finish the task of folding, a child is hard-wired for this type of repetition. A person can sweep every day, can fold napkins every time they come out of the laundry, and wash lettuce before every dinner. These moments of repetition provide the child with ample time to perfect their movements and feel success and satisfaction simply through their practice. </span></p><h4 style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px 0px 5px; outline: 0px; padding: 0px; text-align: justify; vertical-align: baseline;"><b style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Control of error</b></h4><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; line-height: 1.65; margin: 0px 0px 30px; outline: 0px; padding: 0px; text-align: justify; vertical-align: baseline; word-break: break-word;"><span class="acssf62a8" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">This concept means that the material or activity provides a cue that the child performs the activity correctly. The child does not then rely on an adult to tell them if they did the task correctly or not. This not only instills self-confidence and independence but also an innate understanding of right and wrong. </span></p><h4 style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px 0px 5px; outline: 0px; padding: 0px; text-align: justify; vertical-align: baseline;"><b style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Ease or comfort in failure</b></h4><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; line-height: 1.65; margin: 0px 0px 30px; outline: 0px; padding: 0px; text-align: justify; vertical-align: baseline; word-break: break-word;"><span class="acssf62a8" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Math has right and wrong answers. It is important that our children become comfortable getting things wrong and learning ways to persevere until they get it right. Through practical life work, children are given many opportunities to practice, concentrate, analyze movements, refine their movements and get things wrong before they get it right. And then once they start in more traditional looking math work, children will be ready to hear “hm, that is not the right answer, please try again.</span></p><p style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; line-height: 1.65; margin: 0px 0px 30px; outline: 0px; padding: 0px; text-align: justify; vertical-align: baseline; word-break: break-word;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://1.bp.blogspot.com/-DFcdeoJOBDI/YUn2Bg4fdnI/AAAAAAAAXLM/sue16PKRJLc2DvZPlEEKboBUpwGiIqr7gCLcBGAsYHQ/s640/812.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="640" data-original-width="589" height="320" src="https://1.bp.blogspot.com/-DFcdeoJOBDI/YUn2Bg4fdnI/AAAAAAAAXLM/sue16PKRJLc2DvZPlEEKboBUpwGiIqr7gCLcBGAsYHQ/s320/812.jpg" width="295" /></a></div><br /><div class="separator" style="clear: both; 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margin-right: 1em;"><img border="0" data-original-height="480" data-original-width="640" height="240" src="https://1.bp.blogspot.com/-LEokL27zXyw/YUn2BsQvD4I/AAAAAAAAXLI/wr_oZ5oSmTU1HkZDS5olYnJFr70h7xKVwCLcBGAsYHQ/s320/2380.jpg" width="320" /></a></div><br /><span class="acssf62a8" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;"><br /></span><p></p></div></div></div></div></div>Sita Rahmahhttp://www.blogger.com/profile/12298002931395331640noreply@blogger.com0tag:blogger.com,1999:blog-3218641716941214747.post-29956598065466724792021-07-13T11:22:00.000-07:002021-07-13T11:22:14.446-07:00Addressing 5 Criticisms Of The Montessori Method<p><br /></p><div class="content-wrap" style="border: 0px; font-family: Roboto, sans-serif; font-size: 16px; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;"><div id="content" style="border: 0px; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;"><div class="post section post-2410 post-name-addressing-5-criticisms-of-the-montessori-method post-author-2 single not-page no-thumbnail show-thumbs" style="border: 0px; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;"><div class="post-page-head-area bauhaus" style="background-color: #104e71; border: 0px; margin: 0px; outline: 0px; overflow: hidden; padding: 40px 0px; position: relative; text-align: center; text-shadow: none; text-transform: capitalize; vertical-align: baseline; z-index: 0;"><span class="post-date-comments" style="border: 0px; color: rgba(255, 255, 255, 0.75); font-size: 15.84px; font-weight: 600; margin: 0px 10px; outline: 0px; padding: 0px; text-shadow: rgba(0, 0, 0, 0.6) 0px 0px 10px; vertical-align: baseline;">February 19, 2020 • No Comments</span><h1 class="post-title heading-font" style="color: rgba(255, 255, 255, 0.9); font-family: "Droid Serif", serif; font-size: 28.8px; font-weight: 400; letter-spacing: -0.02em; line-height: 37.44px; margin-bottom: 15px; margin-left: 0px !important; margin-right: 0px !important; margin-top: 15px; overflow-wrap: break-word; padding: 10px 12px;">Addressing 5 Criticisms Of The Montessori Method</h1></div><div class="post-page-content" style="border: 0px; color: rgba(0, 0, 0, 0.7); line-height: 26.4px; margin: 0px; outline: 0px; overflow-wrap: break-word; overflow: hidden; padding: 0px 20px 50px; vertical-align: baseline;"><div id="main-content" style="border: 0px; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;"><div id="wrap" style="border: 0px; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;"><div class="row" style="border: 0px; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;"><div class="large-12 medium-12 small-12 columns" role="content" style="border: 0px; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;"><p>Education methods, both old staples and newly-minted, are always under the microscope of parents, educators and experts. It is important children are getting the education that best suits what will help them find success. And equally important a critical eye be placed on education to hold methods, philosophies and techniques are held to rigid standards.</p></div></div></div></div><div class="row" style="border: 0px; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;"><div class="large-8 medium-12 small-12 columns" id="gotocontent" style="border: 0px; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;"><p>When parents are looking to spend above the taxes they pay into the public school system annually, they tend to want to have their concerns and criticisms answered before investing that money. Not only that, but proponents of one form of education method may not agree with how another operates, therefore criticisms can arise.</p><p><img alt="" class="aligncenter size-full wp-image-2414" height="299" sizes="(max-width: 478px) 100vw, 478px" src="https://globalmontessorischool.com/wp-content/uploads/2020/02/Maia.jpg" srcset="https://globalmontessorischool.com/wp-content/uploads/2020/02/Maia.jpg 478w, https://globalmontessorischool.com/wp-content/uploads/2020/02/Maia-300x188.jpg 300w" style="border: none !important; clear: both; float: none !important; height: auto; margin: 15px -20px; max-width: 100%; outline: 0px; padding: 0px !important; text-align: center !important; vertical-align: baseline;" width="478" /></p><p>The Montessori Method has been the subject of criticism throughout the years and has been willing to openly address what people see as problems or disadvantages of Montessori education.</p><p>And through explanation Montessori educators and experts are able to respond to the criticism with why the method is shaped the way it is – and why they believe is the best way to shape young minds.</p><h3 class="heading-font" style="font-family: "Droid Serif", serif; font-weight: 300; letter-spacing: -0.02em; line-height: 24.336px; margin-bottom: 15px; margin-top: 15px;"><strong style="border: 0px; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Criticism #1: There isn’t enough opportunity through group activity for social development and interaction.</strong></h3><p>Sure, the interaction in in Montessori classrooms differs from that of a regular day public school or a non-Montessori based school, however, the interaction students have is far more meaningful. The prepared environment used in the classroom allows for students to interact more freely, rather than at set times of the day like it would be in a traditionally-styled classroom.</p><p>Similar to <a href="https://www.ourkids.net/waldorf-schools.php" style="border-bottom-style: dotted; border-color: initial; border-image: initial; border-left-style: initial; border-right-style: initial; border-top-style: initial; border-width: 0px 0px 1px; color: #35c4ff; margin: 0px; outline: 0px; padding: 0px; text-decoration-line: none; vertical-align: baseline;">Waldorf</a>, interaction is more spontaneous and far less structured – while still being structured by the way teachers set up their classrooms. Montessori students are viewed as individuals and the method respects that by removing the rigidness and structure that is found in traditional classrooms.</p><h3 class="heading-font" style="font-family: "Droid Serif", serif; font-weight: 300; letter-spacing: -0.02em; line-height: 24.336px; margin-bottom: 15px; margin-top: 15px;"><strong style="border: 0px; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Criticism #2: Creativity is quelled and the childhood taken from students due to early use of cognitive thinking – and too much time spent on the practical life.</strong></h3><p>A child’s true potential can be activated in the early years of their lives (up to age six is said to be the most formative years for children), and for a child, learning is a natural thing. Even in idle play, children are learning about social interaction, sharing, counting, and the basics that will make up the foundation they will take into the classroom.</p><p>Montessori doesn’t take childhoods away, but enriches them through early education that helps ignite a child’s development. In these early years, children learn with great ease and by giving them a Montessori classroom in which to interact and learn, they will develop at a more rapid rate. This is productive for both advanced learners and those who sometimes struggle.</p><p>Children love to imitate the world they see moving around them and Montessori takes advantage of the chance to help him or her function in their environment. Activities focused on sensory development at an early age will help to build a foundation for intellectual growth later in their lives: hand-eye control, small and large muscle control and the refinement of skills later needed for reading and writing.</p><h3 class="heading-font" style="font-family: "Droid Serif", serif; font-weight: 300; letter-spacing: -0.02em; line-height: 24.336px; margin-bottom: 15px; margin-top: 15px;"><strong style="border: 0px; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Criticism #3: There is far too much freedom in the classroom for the child to choose – and the classroom is far too structured.</strong></h3><p>In some ways, these two points contradict themselves: how can there be too much freedom and too much structure at the same time. How a student interacts with the environment will help answer both these criticism.</p><p>“A place for everything and everything in its place” is part of Montessori’s classroom philosophy. The method in itself is not structured, as students are free to learn as they want and about what they are curious about at any given moment. However, in order best achieve this freedom, teachers will structure classrooms in a certain way to maximize student potential.</p><p>The child is able to freely function within the structured class, and each child gains security in knowing things will be in the same place each time. In many ways, the freedom and class structure work in a collaborative manner.</p><h3 class="heading-font" style="font-family: "Droid Serif", serif; font-weight: 300; letter-spacing: -0.02em; line-height: 24.336px; margin-bottom: 15px; margin-top: 15px;"><strong style="border: 0px; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Criticism #4: Montessori school is only for the upper-class family.</strong></h3><p>This is completely untrue. Montessori schools, like private schools, don’t choose students based on how much money, fame or prestige a family has: they want the best students that will help create the best education and social environments for their students.</p><p>Many schools have worked to improve accessibility for students from the full-range of socio-economic statuses. If you want your child to be enrolled at a Montessori school there are a number of steps you can take to help make sure you can afford the cost of tuition and make a dream become a reality.</p><h3 class="heading-font" style="font-family: "Droid Serif", serif; font-weight: 300; letter-spacing: -0.02em; line-height: 24.336px; margin-bottom: 15px; margin-top: 15px;"><strong style="border: 0px; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Criticism #5: There is no research that proves Montessori education has an advantage for children over public school.</strong></h3><p>This is true: there is no research that definitively proves that Montessori education is better than any other education, public or private. For a number of reasons this can be hard to determine: mostly because of a number of variables that cannot be controlled in scientific study.</p><p>However, students who attend Montessori schools are more than likely to come out better prepared for life: more organized approaches to life and learning; development of independence; self-discipline and a keen interest in learning.</p><p>All educational approaches face criticism and vigorous research for and against that specific type of education. And the Montessori approach, similarly, has pros and cons. Moreover, it might not be the right fit for your child. It’s about finding a school and a method that works for what you and your child need.</p><p><em style="border: 0px; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Global Montessori has been offering primary child care, after school care, and the Montessori method of schooling since 1988. We accept infants, toddlers, kindergarten and elementary school students living in and around the Langley area and beyond. For more information, visit <a href="https://globalmontessorischool.com/" style="border-bottom-style: dotted; border-color: initial; border-image: initial; border-left-style: initial; border-right-style: initial; border-top-style: initial; border-width: 0px 0px 1px; color: #35c4ff; margin: 0px; outline: 0px; padding: 0px; text-decoration-line: none; vertical-align: baseline;">https://globalmontessorischool.com</a>.</em></p><p>This article was reprinted from <a href="https://www.ourkids.net/school/criticisms-montessori-answered" style="border-bottom-style: dotted; border-color: initial; border-image: initial; border-left-style: initial; border-right-style: initial; border-top-style: initial; border-width: 0px 0px 1px; color: #35c4ff; margin: 0px; outline: 0px; padding: 0px; text-decoration-line: none; vertical-align: baseline;">OurKids.net</a> which was, in part, extracted from<em style="border: 0px; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;"> The Essential Montessori: An Introduction to the Woman, the Method, and the Movement, </em>by Elizabeth G. Hainstock. </p></div></div></div></div></div></div>Sita Rahmahhttp://www.blogger.com/profile/12298002931395331640noreply@blogger.com0tag:blogger.com,1999:blog-3218641716941214747.post-56568742350442801602021-07-12T10:09:00.003-07:002021-09-21T08:22:31.460-07:00Sped Up The Decision to Retire<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://1.bp.blogspot.com/-EIMwAtRUuX8/YUn4rvQr6qI/AAAAAAAAXMM/w2Dd3pd0dnccv-kInozNf62-KaZ5jFhmwCLcBGAsYHQ/s640/608.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="640" data-original-width="640" height="320" src="https://1.bp.blogspot.com/-EIMwAtRUuX8/YUn4rvQr6qI/AAAAAAAAXMM/w2Dd3pd0dnccv-kInozNf62-KaZ5jFhmwCLcBGAsYHQ/s320/608.jpg" width="320" /></a></div><br /> <p></p><header style="background-color: white; color: #232a31; font-family: YahooSans, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 13px; margin: 0px 0px 10px;"><h1 style="font-size: 1.85em; line-height: 1.33; margin: 0px;">For Some People, Working From Home Sped Up Their Decision to Retire</h1></header><div class="caas-attr" style="-webkit-box-align: center; -webkit-box-direction: normal; -webkit-box-orient: horizontal; align-items: center; background-color: white; color: #232a31; display: flex; flex-direction: row; font-family: YahooSans, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 13px; margin-bottom: 10px;"><div class="caas-attr-meta" style="display: inline-block; font-size: 1.077em; font-weight: 700; line-height: 1; vertical-align: middle;"><div class="caas-attr-item" style="font-weight: 400; margin-top: 4px;"><span class="caas-attr-author caas-attr-item" style="margin-top: 4px;"><span style="font-size: 15.99px;">Reposted from The New York Times</span></span></div><div class="caas-attr-item" style="font-weight: 400; margin-top: 4px;"><span class="caas-attr-author caas-attr-item" style="margin-top: 4px;"><br /></span></div><div class="caas-attr-item" style="font-weight: 400; margin-top: 4px;"><span class="caas-attr-author caas-attr-item" style="margin-top: 4px;">Paul Sullivan </span></div><div class="caas-attr-item" style="font-weight: 400; margin-top: 4px;"><div class="caas-attr-time-style caas-attr-seperator" style="color: #828c93; display: inline-flex; font-size: 0.86em; vertical-align: middle;"><time class="caas-attr-meta-time" datetime="2021-07-09T18:39:58.000Z"><amp-date-display class="i-amphtml-layout-flex-item i-amphtml-layout-size-defined i-amphtml-element i-amphtml-built i-amphtml-layout" datetime="2021-07-09T18:39:58.000Z" i-amphtml-layout="flex-item" layout="flex-item" locale="en-US" style="display: block; flex: 1 1 auto; overflow: hidden; position: relative;">July 10, 2021,</amp-date-display></time></div></div></div></div><div class="caas-body" style="background-color: white; color: #232a31; font-family: YahooSans, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 13px;"><p style="font-size: 1.23em; line-height: 1.63; margin: 0px 0px 0.8em;">For Mona Janochoski, a chemist who ran a laboratory at 3M in St. Paul, Minnesota, working from home during the pandemic was the deciding factor.</p><p style="font-size: 1.23em; line-height: 1.63; margin: 0px 0px 0.8em;">It was the first time in her career that she had not gone to an office every day. And she found that she enjoyed being home with her husband, Tom, who had retired as the CFO of a trust company in 2017. Her daughter, who was a graduate student, was living with them, too. That got Janochoski thinking about something she had not given much thought to before: quitting her job after 36 years and seeing what else life had in store.</p><div class="caas-da" style="margin: 0px 0px 10px; text-align: center;"><amp-ad class="i-amphtml-layout-responsive i-amphtml-layout-size-defined i-amphtml-element i-amphtml-built i-amphtml-layout" data-ad-position-override="" data-ad-unit="moments" data-amp-slot-index="1" data-block-on-consent="" data-lang="en-US" data-region="US" data-sa="{"secure":true,"site_attribute":"wiki_topics=\"Retirement;COVID-19_pandemic;3M;Pandemic;Adviser;The_Office_%28American_TV_series%29\" ctopid=\"1542500;12732000;12790500;1602500;1605000;1610000;1612000\" hashtag=\"1542500;12732000;12790500;1602500;1605000;1610000;1612000\" rs=\"lmsid:a0V0W00000JIK6kUAH;revsp:the_new_york_times_articles_158;lpstaid:64c336b4-8f24-32cc-82e4-93fffd3c926f;pt:content;pd:non_modal;ver:amp;lu:0;pct:story\""}" data-site="news" data-space-id="1197618805" data-url="https://news.yahoo.com/people-working-home-sped-decision-183958273.html" height="570" i-amphtml-layout="responsive" layout="responsive" style="display: block; height: 1px; overflow: hidden; position: relative; width: 1px;" type="yahoofedads" width="320"><iframe allow="sync-xhr 'none';" class="i-amphtml-fill-content" data-amp-3p-sentinel="0-24869639273872340299" height="570" name="{"host":"d-1568872792950313994.ampproject.net","bootstrap":"https://3p.ampproject.net/2106182132000/vendor/yahoofedads.mjs","type":"yahoofedads","count":2,"attributes":{"adPositionOverride":"","adUnit":"moments","blockOnConsent":"","lang":"en-US","region":"US","sa":"{\"secure\":true,\"site_attribute\":\"wiki_topics=\\\"Retirement;COVID-19_pandemic;3M;Pandemic;Adviser;The_Office_%28American_TV_series%29\\\" ctopid=\\\"1542500;12732000;12790500;1602500;1605000;1610000;1612000\\\" hashtag=\\\"1542500;12732000;12790500;1602500;1605000;1610000;1612000\\\" rs=\\\"lmsid:a0V0W00000JIK6kUAH;revsp:the_new_york_times_articles_158;lpstaid:64c336b4-8f24-32cc-82e4-93fffd3c926f;pt:content;pd:non_modal;ver:amp;lu:0;pct:story\\\"\"}","site":"news","spaceId":"1197618805","url":"https://news.yahoo.com/people-working-home-sped-decision-183958273.html","ampSlotIndex":"1","width":320,"height":570,"_context":{"ampcontextVersion":"2106182132000","ampcontextFilepath":"https://3p.ampproject.net/2106182132000/ampcontext-v0.js","sourceUrl":"https://news.yahoo.com/amphtml/people-working-home-sped-decision-183958273.html#aoh=16261091019966&referrer=https%3A%2F%2Fwww.google.com&amp_tf=From%20%251%24s&ampshare=https%3A%2F%2Fnews.yahoo.com%2Fpeople-working-home-sped-decision-183958273.html","referrer":"android-app://com.google.android.googlequicksearchbox/","canonicalUrl":"https://news.yahoo.com/people-working-home-sped-decision-183958273.html","pageViewId":"4184","location":{"href":"https://news-yahoo-com.cdn.ampproject.org/v/s/news.yahoo.com/amphtml/people-working-home-sped-decision-183958273.html?amp_js_v=a6&amp_gsa=1&usqp=mq331AQKKAFQArABIIACAw%3D%3D#aoh=16261091019966&referrer=https%3A%2F%2Fwww.google.com&amp_tf=From%20%251%24s&ampshare=https%3A%2F%2Fnews.yahoo.com%2Fpeople-working-home-sped-decision-183958273.html"},"startTime":1626109323781,"tagName":"AMP-AD","mode":{"localDev":false,"development":false,"esm":true,"minified":true,"test":false,"version":"2106182132000","rtvVersion":"012106182132000"},"canary":false,"hidden":false,"initialLayoutRect":{"left":20,"top":1312,"width":353,"height":629},"domFingerprint":"3094533391","experimentToggles":{"canary":false,"a4aProfilingRate":false,"adsense-ad-size-optimization":true,"doubleclickSraExp":false,"doubleclickSraReportExcludedBlock":false,"flexAdSlots":false,"flexible-bitrate":false,"ios-fixed-no-transfer":false,"visibility-trigger-improvements":true,"layout-aspect-ratio-css":false,"disable-a4a-non-sd":true,"tcf-post-message-proxy-api":true,"amp-consent-granular-consent":true,"amp-cid-backup":true,"3p-vendor-split":true,"story-ad-placements":false,"amp-story-page-attachment-ui-v2":true,"esm":true},"sentinel":"0-24869639273872340299","clientId":null,"container":null,"initialConsentState":3,"consentSharedData":null,"initialIntersection":{"time":404.7999999821186,"rootBounds":{"left":0,"top":0,"width":433,"height":812,"bottom":812,"right":433,"x":0,"y":0},"boundingClientRect":{"left":20,"top":1312,"width":353,"height":629,"bottom":1941,"right":373,"x":20,"y":1312},"intersectionRect":{"left":0,"top":0,"width":0,"height":0,"bottom":0,"right":0,"x":0,"y":0},"intersectionRatio":0}},"type":"yahoofedads"}}" sandbox="allow-top-navigation-by-user-activation allow-popups-to-escape-sandbox allow-forms allow-modals allow-pointer-lock allow-popups allow-same-origin allow-scripts" scrolling="no" src="https://d-1568872792950313994.ampproject.net/2106182132000/frame.html" style="border-style: none; border-width: initial; display: block; height: 1px; margin: auto; max-height: 100%; max-width: 100%; min-height: 100%; min-width: 100%; padding: 0px !important; position: absolute; width: 1px;" title="Advertisement" width="320"></iframe></amp-ad></div><p style="font-size: 1.23em; line-height: 1.63; margin: 0px 0px 0.8em;">“When I was home during COVID, my husband really liked it,” Janochoski, 60, said. “He got used to the idea of me retiring. We kept going back to the adviser to make sure we could retire.”</p><p style="font-size: 1.23em; line-height: 1.63; margin: 0px 0px 0.8em;">The pandemic forced many people into early, unplanned retirements, when they were laid off or their business could no longer survive. But many of those people were not high earners. Retirements in the pandemic by those at the top of the income ladder were often by choice.</p><p style="font-size: 1.23em; line-height: 1.63; margin: 0px 0px 0.8em;">And for that slice of corporate employees, working from home for some or all of the pandemic scrambled their thinking on work and life. They had been working for decades in an office, and suddenly at home with a spouse, they began to see the possibility of a different life.</p><p style="font-size: 1.23em; line-height: 1.63; margin: 0px 0px 0.8em;">“The vast majority of our clients have at least inquired about what their plan would look like if they retired earlier,” said Mike Leverty, founder of Leverty Financial Group, whose clients include a lot of executives at large Minnesota companies like 3M and Target. “We haven’t seen people want to delay retirement. They’re getting a flavor of what retirement will look like in working from home.”</p><p style="font-size: 1.23em; line-height: 1.63; margin: 0px 0px 0.8em;">“Previously,” he added, “people wanted to max out the economic package with various pension and long-term incentive plans. In the last year, we’ve been asked to redo a lot of plans, and people are OK if they’re leaving something on the table.”</p><p style="font-size: 1.23em; line-height: 1.63; margin: 0px 0px 0.8em;">Deciding to retire early is about more than crunching the numbers, of course. It is also about psychologically preparing yourself to leave work and leave behind some part of your identity.</p><p style="font-size: 1.23em; line-height: 1.63; margin: 0px 0px 0.8em;">“You need a discipline to work from home and not go into the office,” said Rainer Zitelmann, author of “The Wealth Elite” and “The Rich in Public Opinion.” “No one is watching you. In the pandemic, people started thinking about what else they wanted to do.”</p><p style="font-size: 1.23em; line-height: 1.63; margin: 0px 0px 0.8em;">In Janochoski’s case, “retirement looked good” after all those months of working from home, she said. “I wasn’t going to go before April, when my stock options vested,” she added. “So I picked the end of May, and we ran through the numbers. It made sense.”</p><p style="font-size: 1.23em; line-height: 1.63; margin: 0px 0px 0.8em;">Jesse Coffee, a wealth adviser at True Private Wealth Advisers, said that before the pandemic, it was generally clients around age 62 who were initiating preretirement talks with him. In the past year, that age has dropped to 54 or 55, he said.</p><p style="font-size: 1.23em; line-height: 1.63; margin: 0px 0px 0.8em;">“People have realized what’s really important,” he said. “If you want to just go out and hike, it doesn’t cost a lot of money. If my lifestyle isn’t going to need all that much money, maybe I can move somewhere less expensive, have some low-cost hobbies and retire early. That and, frankly, the market has been great over the past 10 years.”</p><p style="font-size: 1.23em; line-height: 1.63; margin: 0px 0px 0.8em;">An adviser’s job is, of course, to do the math on whether retirement is even possible and what it may look like. But leaving a career, particularly for people who have risen up at a company doing work they enjoy, is not an easy decision to make. Working from home in the pandemic gave some people a taste of what retirement could be like, something they would not have gotten if they had kept going into the office or traveling for work.</p><p style="font-size: 1.23em; line-height: 1.63; margin: 0px 0px 0.8em;">“It’s allowed them to reset and take a step back,” Leverty said.</p><p style="font-size: 1.23em; line-height: 1.63; margin: 0px 0px 0.8em;">He said there was no question that retiring early would reduce wealth, but that is a trade-off for what could be more time — to spend with family, explore activities like charitable work or pursue new interests.</p><p style="font-size: 1.23em; line-height: 1.63; margin: 0px 0px 0.8em;">A life-altering event four years ago got Mark Nagel thinking about retiring as soon as possible. When he slipped on ice and pulled a muscle, what seemed like a minor injury would result in the amputation of one of his legs.</p><p style="font-size: 1.23em; line-height: 1.63; margin: 0px 0px 0.8em;">“Early retirement became a requirement at that point,” said Nagel, 55. “You just never know when something is going to happen. So why wait until next year?</p><p style="font-size: 1.23em; line-height: 1.63; margin: 0px 0px 0.8em;">He worked for 31 years at Ecolab, the water and hygiene company, and said he had always told himself that when the stock topped $200 a share, he would have enough to retire.</p><p style="font-size: 1.23em; line-height: 1.63; margin: 0px 0px 0.8em;">“The pandemic hits, we had already hit the $200-a-share mark, but now the bottom is dropping out,” he said. “There were a few weeks when I said maybe this is not going to be the time. Or maybe this new lifestyle of 100% working where I want to work is not so bad.</p><p style="font-size: 1.23em; line-height: 1.63; margin: 0px 0px 0.8em;">“At the same time,” he added, “we had this goal and this plan. We knew what we had to do. As the stock started climbing, we decided to stick with the plan.”</p><p style="font-size: 1.23em; line-height: 1.63; margin: 0px 0px 0.8em;">Nagel’s wife, Tammy, who will turn 55 this year, plans to work a few more years at Boston Scientific, he said.</p><p style="font-size: 1.23em; line-height: 1.63; margin: 0px 0px 0.8em;">Coffee, the wealth adviser, said that for him, “it comes down to what you’re spending, especially in retirement, when you don’t have the big paychecks coming in.” People with large incomes are “used to being able to spend money on whatever they want,” he said. “They’re taking the trips without thinking about the cost. In retirement, you have to put some thought behind it.”</p><p style="font-size: 1.23em; line-height: 1.63; margin: 0px 0px 0.8em;">Craig DiLorenzo, who worked in international positions for 3M for 35 years, said that after the pandemic erased the barriers between work and personal life, he began thinking about retiring.</p><p style="font-size: 1.23em; line-height: 1.63; margin: 0px 0px 0.8em;">“When you don’t go into the office anymore, you don’t own your time,” DiLorenzo said. “Most people head into the office at 7 a.m. or 8 a.m. and go home around 5 p.m. or 6 p.m. You lose that when everyone is working from home. You decide to meet at 6 a.m. because you have all these other meetings. Or it’s, ‘Let’s have a Zoom call at 8 p.m. because we’re all free.’ You lose your personal time somewhat.”</p><p style="font-size: 1.23em; line-height: 1.63; margin: 0px 0px 0.8em;">While DiLorenzo, 58, said he had always wanted to retire early, the loss of personal time at home coupled with losing the camaraderie that he had enjoyed in the office sped up his decision. He retired in April.</p><p style="font-size: 1.23em; line-height: 1.63; margin: 0px 0px 0.8em;">“When you don’t need to work anymore and you’ve lost that camaraderie, you start to think, ‘I can do something else,’” he said. “My wife said go for it. I had spent 25 years of my career in our international division, so I was always traveling, often for two to three weeks at a time, or on the phone at odd hours when I wasn’t traveling.”</p><p style="font-size: 1.23em; line-height: 1.63; margin: 0px 0px 0.8em;">The timing of Janochoski’s retirement was particularly good this year. Her youngest child, a daughter, just finished graduate school; one son is getting married; and her other son and his wife are expecting a baby.</p><p style="font-size: 1.23em; line-height: 1.63; margin: 0px 0px 0.8em;">“I could have kept working from home, but I had a good run,” she said. “With everything going on with the kids and the baby coming, and we’re financially OK, this was as good a time as any.”</p><p style="font-size: 1.23em; line-height: 1.63; margin: 0px 0px 0.8em;">© 2021 The New York Times Company</p><p style="font-size: 1.23em; line-height: 1.63; margin: 0px 0px 0.8em;"><br /></p></div>Sita Rahmahhttp://www.blogger.com/profile/12298002931395331640noreply@blogger.com0tag:blogger.com,1999:blog-3218641716941214747.post-62258479327966545352020-07-06T01:47:00.001-07:002021-09-21T09:07:35.752-07:00Montessori activities at home with toddlers and preschoolers<div dir="ltr" style="text-align: left;" trbidi="on">
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<b><span face=""arial" , "sans-serif"" lang="IN" style="font-size: 27pt;">Montessori activities at home with toddlers and preschoolers</span></b></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 21pt; mso-outline-level: 1;"><b><div class="separator" style="clear: both; text-align: center;"><a href="https://1.bp.blogspot.com/-5ClKKvjIVbc/YUoDDNY9RCI/AAAAAAAAXNg/uyvICko9lDk47oaSwbrz78kPqHuJ6sdhwCLcBGAsYHQ/s640/12402.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="640" data-original-width="479" height="320" src="https://1.bp.blogspot.com/-5ClKKvjIVbc/YUoDDNY9RCI/AAAAAAAAXNg/uyvICko9lDk47oaSwbrz78kPqHuJ6sdhwCLcBGAsYHQ/s320/12402.jpg" width="240" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://1.bp.blogspot.com/-FIDEYiMF_dI/YUoDDBPOzsI/AAAAAAAAXNY/FqpVKe6F6LcLMfkQE2mXwZ3xkbo_2EgJwCLcBGAsYHQ/s640/12403.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="640" data-original-width="479" height="320" src="https://1.bp.blogspot.com/-FIDEYiMF_dI/YUoDDBPOzsI/AAAAAAAAXNY/FqpVKe6F6LcLMfkQE2mXwZ3xkbo_2EgJwCLcBGAsYHQ/s320/12403.jpg" width="240" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://1.bp.blogspot.com/-NwGipOjkmH8/YUoDDFOnaWI/AAAAAAAAXNc/5DEcMtDABtgp3L5IGS8E1tZx0joAG8AZACLcBGAsYHQ/s640/12405.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="640" data-original-width="479" height="320" src="https://1.bp.blogspot.com/-NwGipOjkmH8/YUoDDFOnaWI/AAAAAAAAXNc/5DEcMtDABtgp3L5IGS8E1tZx0joAG8AZACLcBGAsYHQ/s320/12405.jpg" width="240" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://1.bp.blogspot.com/-YycdqwFdqg0/YUoDJO0faLI/AAAAAAAAXNk/pJkR6X8w1vglASetX0CfyTmQPUT6jsbkQCLcBGAsYHQ/s575/12610.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="296" data-original-width="575" height="165" src="https://1.bp.blogspot.com/-YycdqwFdqg0/YUoDJO0faLI/AAAAAAAAXNk/pJkR6X8w1vglASetX0CfyTmQPUT6jsbkQCLcBGAsYHQ/s320/12610.jpg" width="320" /></a></div><br /><span face=""arial" , "sans-serif"" lang="IN" style="font-size: 27pt;"><br /></span></b></div>
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<span lang="IN" style="font-family: "times new roman" , "serif"; font-size: 12pt;">Today let’s
take a look behind the scenes in the classroom to give you some ideas for
Montessori-style activities to do at home. This time let’s peek at what we
Montessori teachers call <b>practical life activities</b>, ie, activities
of daily life. Yes, all those things to do with looking after ourselves and our
environment.<o:p></o:p></span></div>
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<span lang="IN" style="font-family: "times new roman" , "serif"; font-size: 12pt;">And I should
mention they are great for calming active kids.<o:p></o:p></span></div>
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<span lang="IN" style="font-family: "times new roman" , "serif"; font-size: 12pt;">You’ll take
away new ideas how to include your child around the house (they might be chores
to us but young kids love this stuff!), how to set up these activities to make
them attractive to your child and how to simplify activities to give your child
success.<o:p></o:p></span></div>
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<b><span face=""arial" , "sans-serif"" lang="IN" style="font-size: 18pt;">Practical
life activities in the classroom<o:p></o:p></span></b></div>
<span lang="IN" style="font-family: "times new roman" , "serif"; font-size: 12pt; line-height: 107%;">Firstly, let’s have a look at the activities in our
classroom for toddlers and preschoolers</span><br />
<div>
<span lang="IN" style="font-family: "times new roman" , "serif"; font-size: 12pt; line-height: 107%;"><img alt="" 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" style="font-family: "Times New Roman"; font-size: medium;" /></span><br />
<span lang="IN" style="font-family: "times new roman" , "serif"; font-size: 12pt; line-height: 107%;"><br /></span>
<span lang="IN" style="font-family: "times new roman" , "serif"; font-size: 12pt; line-height: 107%;"><br /></span>
<span lang="IN" style="font-family: "times new roman" , "serif"; font-size: 12pt; line-height: 107%;"><br /></span></div>
<div>
<span lang="IN" style="font-family: "times new roman" , "serif"; font-size: 12pt; line-height: 107%;"></span><br />
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.25in;">
<span lang="IN" style="font-family: "times new roman" , "serif"; font-size: 12pt; line-height: 107%;"><span lang="IN" style="font-size: 12pt;">In the
kitchen area of our classroom, we have these activities set up for the children
to work with any time:<o:p></o:p></span></span></div>
<span lang="IN" style="font-family: "times new roman" , "serif"; font-size: 12pt; line-height: 107%;">
<div class="MsoNormal" style="line-height: normal; margin-left: 30pt; mso-list: l4 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-indent: -0.25in;">
<!--[if !supportLists]--><span lang="IN" style="font-size: 12pt;">1.<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="IN" style="font-size: 12pt;">Spreading
crackers<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 30pt; mso-list: l4 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-indent: -0.25in;">
<!--[if !supportLists]--><span lang="IN" style="font-size: 12pt;">2.<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="IN" style="font-size: 12pt;">Peeling and
cutting bananas<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 30pt; mso-list: l4 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-indent: -0.25in;">
<!--[if !supportLists]--><span lang="IN" style="font-size: 12pt;">3.<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="IN" style="font-size: 12pt;">Squeezing
orange juice<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 30pt; mso-list: l4 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-indent: -0.25in;">
<!--[if !supportLists]--><span lang="IN" style="font-size: 12pt;">4.<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="IN" style="font-size: 12pt;">Peeling and
cutting apples<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 30pt; mso-list: l4 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-indent: -0.25in;">
<!--[if !supportLists]--><span lang="IN" style="font-size: 12pt;">5.<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="IN" style="font-size: 12pt;">Dish washing<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 30pt; mso-list: l4 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-indent: -0.25in;">
<!--[if !supportLists]--><span lang="IN" style="font-size: 12pt;">6.<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="IN" style="font-size: 12pt;">Pouring
water<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 30pt; mso-list: l4 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-indent: -0.25in;">
<!--[if !supportLists]--><span lang="IN" style="font-size: 12pt;">7.<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="IN" style="font-size: 12pt;">Pouring n
drink together <a href="https://www.blogger.com/null" name="_GoBack"></a><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.25in;">
<span lang="IN" style="font-size: 12pt;">You can see
everything they need laid out on a tray at the ready. It’s attractive. And the
implements are child-sized for the child to have success.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.25in;">
<span lang="IN" style="font-size: 12pt;">Other
practical life activities found in the classroom include:<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 30pt; mso-list: l0 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-indent: -0.25in;">
<!--[if !supportLists]--><span lang="IN" style="font-size: 12pt;">1.<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="IN" style="font-size: 12pt;">Hand washing<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 30pt; mso-list: l0 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-indent: -0.25in;">
<!--[if !supportLists]--><span lang="IN" style="font-size: 12pt;">2.<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="IN" style="font-size: 12pt;">Flower
arranging<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 30pt; mso-list: l0 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-indent: -0.25in;">
<!--[if !supportLists]--><span lang="IN" style="font-size: 12pt;">3.<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="IN" style="font-size: 12pt;">Sweeping and
mopping<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 30pt; mso-list: l0 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-indent: -0.25in;">
<!--[if !supportLists]--><span lang="IN" style="font-size: 12pt;">4.<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="IN" style="font-size: 12pt;">Cleaning the
windows<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 30pt; mso-list: l0 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-indent: -0.25in;">
<!--[if !supportLists]--><span lang="IN" style="font-size: 12pt;">5.<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="IN" style="font-size: 12pt;">Watering the
plants<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 30pt; mso-list: l0 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-indent: -0.25in;">
<!--[if !supportLists]--><span lang="IN" style="font-size: 12pt;">6.<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="IN" style="font-size: 12pt;">Self care –
nose blowing, hair brushing and some hair clips to practise with<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.25in;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 7.5pt; mso-outline-level: 3;">
<b><span face=""arial" , "sans-serif"" lang="IN" style="font-size: 18pt;">Ideas for at
home<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.25in;">
<span lang="IN" style="font-size: 12pt;">It’s quite
easy to incorporate any of these activities at home with a little preparation.
Think about which items the child will need and have them at the ready, only
put out a small amount (eg just a small amount of butter for spreading in a
small dish), and be there to step in to help out when needed.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.25in;">
<span lang="IN" style="font-size: 12pt;">Some ideas
for at home:<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 30pt; mso-list: l3 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-indent: -0.25in;">
<!--[if !supportLists]--><span lang="IN" style="font-size: 12pt;">1.<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="IN" style="font-size: 12pt;">Any of the
above ideas from the classroom<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 30pt; mso-list: l3 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-indent: -0.25in;">
<!--[if !supportLists]--><span lang="IN" style="font-size: 12pt;">2.<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="IN" style="font-size: 12pt;">Helping with
the laundry – bringing things to the laundry basket, putting clothes in and out
of the washing machine, adding soap, sorting washing<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 30pt; mso-list: l3 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-indent: -0.25in;">
<!--[if !supportLists]--><span lang="IN" style="font-size: 12pt;">3.<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="IN" style="font-size: 12pt;">Getting
dressed and undressed – provide just as much help as necessary and provide
clothing that is easy for the child to learn to master<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 30pt; mso-list: l3 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-indent: -0.25in;">
<!--[if !supportLists]--><span lang="IN" style="font-size: 12pt;">4.<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="IN" style="font-size: 12pt;">Help with
breakfast – have a container with a scoop in it for them to serve their own
cereal; add a small jug of milk on the breakfast table; setting the table<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 30pt; mso-list: l3 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-indent: -0.25in;">
<!--[if !supportLists]--><span lang="IN" style="font-size: 12pt;">5.<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="IN" style="font-size: 12pt;">Help with
lunch – have a small amount of items where the child can serve themselves, for
example, some slices of bread or rice crackers with various toppings or spread;
the child may wish to help wash up<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 30pt; mso-list: l3 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-indent: -0.25in;">
<!--[if !supportLists]--><span lang="IN" style="font-size: 12pt;">6.<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="IN" style="font-size: 12pt;">Help with
dinner – preparing vegetables (look for implements suitable for small hands)
and salad; setting the table; washing up<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 30pt; mso-list: l3 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-indent: -0.25in;">
<!--[if !supportLists]--><span lang="IN" style="font-size: 12pt;">7.<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="IN" style="font-size: 12pt;">Getting
ready for visitors – making the beds, getting a towel, tidying away toys<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 30pt; mso-list: l3 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-indent: -0.25in;">
<!--[if !supportLists]--><span lang="IN" style="font-size: 12pt;">8.<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="IN" style="font-size: 12pt;">Trips to the
supermarket<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 30pt; mso-list: l3 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-indent: -0.25in;">
<!--[if !supportLists]--><span lang="IN" style="font-size: 12pt;">9.<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="IN" style="font-size: 12pt;">Baking<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 30pt; mso-list: l3 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-indent: -0.25in;">
<span lang="IN" style="font-size: 12pt;"><br /></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 30pt; mso-list: l3 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-indent: -0.25in;">
<span lang="IN" style="font-size: 12pt;"><br /></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 7.5pt; mso-outline-level: 3;">
<b><span face=""arial" , "sans-serif"" lang="IN" style="font-size: 18pt;">Tips for at
home<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.25in;">
<span lang="IN" style="font-size: 12pt;">Most of all
remember it is meant to be fun. Stop before you feel overwhelmed. And keep
practising!<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 30pt; mso-list: l2 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-indent: -0.25in;">
<!--[if !supportLists]--><span lang="IN" style="font-size: 12pt;">1.<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="IN" style="font-size: 12pt;">Only put out
as much as you want to clean up – be it water, dish soap, a travel size bottle
of shampoo<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 30pt; mso-list: l2 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-indent: -0.25in;">
<!--[if !supportLists]--><span lang="IN" style="font-size: 12pt;">2.<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="IN" style="font-size: 12pt;">Have
cleaning supplies at the ready – a hand mitt on the table to wipe up spills, a
child sized broom and mop for larger mess<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 30pt; mso-list: l2 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-indent: -0.25in;">
<!--[if !supportLists]--><span lang="IN" style="font-size: 12pt;">3.<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="IN" style="font-size: 12pt;">When they
are under 2 years old, activities will have one or two steps. As they gain
mastery, add more steps, eg, put on an apron, wipe up at the end, take wet
cloths to the laundry etc.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 30pt; mso-list: l2 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-indent: -0.25in;">
<!--[if !supportLists]--><span lang="IN" style="font-size: 12pt;">4.<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="IN" style="font-size: 12pt;">Focus on the
process not the result – when your child helps it will take longer, it may not
look perfect at the end, but your child is learning to master these skills and
you will have a life-long helper at home<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 30pt; mso-list: l2 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-indent: -0.25in;">
<!--[if !supportLists]--><span lang="IN" style="font-size: 12pt;">5.<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="IN" style="font-size: 12pt;">Look for
ways your child can help – when younger keep it simple (an 18 month old can
help carry the t-shirt while you carry the trousers to the laundry basket and
can rinse some salad leaves for dinner); as they get to 2+ years, they can help
out with even more<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 30pt; mso-list: l2 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-indent: -0.25in;">
<!--[if !supportLists]--><span lang="IN" style="font-size: 12pt;">6.<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="IN" style="font-size: 12pt;">Look for
baskets, trays and simple caddies to arrange items for them to help<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 30pt; mso-list: l2 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-indent: -0.25in;">
<!--[if !supportLists]--><span lang="IN" style="font-size: 12pt;">7.<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="IN" style="font-size: 12pt;">Does it look
attractive? Sometimes it’s fun to add items that are the same colour, keep
items looking fresh, and don’t overcrowd the tray or basket so they look
appealing<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 30pt; mso-list: l2 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-indent: -0.25in;">
<!--[if !supportLists]--><span lang="IN" style="font-size: 12pt;">8.<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="IN" style="font-size: 12pt;">Keep it
budget friendly – I’m sure you can create these activities with things you have
around the home. And look out for a few nice things to add to your collection
for birthdays, well-meaning grandparents and special occasions.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 7.5pt; mso-outline-level: 3;">
<b><span face=""arial" , "sans-serif"" lang="IN" style="font-size: 18pt;"><br /></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 7.5pt; mso-outline-level: 3;">
<b><span face=""arial" , "sans-serif"" lang="IN" style="font-size: 18pt;">Benefits<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.25in;">
<span lang="IN" style="font-size: 12pt;">Not only do
young kids take pleasure from these Montessori activities, these activities are
also great for calming busy kids.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 30pt; mso-list: l1 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-indent: -0.25in;">
<!--[if !supportLists]--><span lang="IN" style="font-size: 12pt;">1.<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="IN" style="font-size: 12pt;">Your child
learns to take responsibility in the home<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 30pt; mso-list: l1 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-indent: -0.25in;">
<!--[if !supportLists]--><span lang="IN" style="font-size: 12pt;">2.<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="IN" style="font-size: 12pt;">Collaboration
creates connection<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 30pt; mso-list: l1 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-indent: -0.25in;">
<!--[if !supportLists]--><span lang="IN" style="font-size: 12pt;">3.<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="IN" style="font-size: 12pt;">These skills
require repetition to gain mastery which is great for building concentration<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 30pt; mso-list: l1 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-indent: -0.25in;">
<!--[if !supportLists]--><span lang="IN" style="font-size: 12pt;">4.<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="IN" style="font-size: 12pt;">Your child
likes to feel a part of the family and able to contribute<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 30pt; mso-list: l1 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-indent: -0.25in;">
<!--[if !supportLists]--><span lang="IN" style="font-size: 12pt;">5.<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="IN" style="font-size: 12pt;">These
activities involve sequences and you can build up the number of steps in the
activity as their concentration grows<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 30pt; mso-list: l1 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-indent: -0.25in;">
<!--[if !supportLists]--><span lang="IN" style="font-size: 12pt;">6.<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="IN" style="font-size: 12pt;">Involve a
lot of movement – great for refining fine motor and gross motor skills, eg,
pouring water without spilling, using a sponge<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 30pt; mso-list: l1 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-indent: -0.25in;">
<!--[if !supportLists]--><span lang="IN" style="font-size: 12pt;">7.<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="IN" style="font-size: 12pt;">There are
many language opportunities around these activities<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 30pt; mso-list: l1 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-indent: -0.25in;">
<!--[if !supportLists]--><span lang="IN" style="font-size: 12pt;">8.<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="IN" style="font-size: 12pt;">Learning
news skills, building independence and feeling of self-reliance<o:p></o:p></span></div>
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Sita Rahmahhttp://www.blogger.com/profile/12298002931395331640noreply@blogger.com0tag:blogger.com,1999:blog-3218641716941214747.post-36662413205743928802019-08-23T02:17:00.000-07:002019-08-23T02:17:31.624-07:00<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
<div class="MsoNormal" style="background: white; line-height: 31.5pt; margin-bottom: 3.75pt; mso-outline-level: 2;">
<a href="http://anggunpaud.kemdikbud.go.id/"><span style="color: #0088cc; font-family: "Arial","sans-serif"; font-size: 26.5pt; letter-spacing: -.75pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Keaksaraan Awal</span></a><span style="color: #1d2127; font-family: "Arial","sans-serif"; font-size: 26.5pt; letter-spacing: -.75pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
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<span style="color: #777777; font-family: "Arial","sans-serif"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> By </span><a href="http://anggunpaud.kemdikbud.go.id/"><span style="color: #0088cc; font-family: "Arial","sans-serif"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Admin PAUD</span></a><u><span lang="EN-US" style="color: #0088cc; font-family: "Arial","sans-serif"; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">,</span></u><span style="color: #777777; font-family: "Arial","sans-serif"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span lang="EN-US" style="color: #777777; font-family: "Arial","sans-serif"; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Ruang <span style="mso-spacerun: yes;"> </span>Guru </span><a href="http://anggunpaud.kemdikbud.go.id/"></a><span style="color: #777777; font-family: "Arial","sans-serif"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 18.0pt; margin-bottom: 15.0pt;">
<span style="color: #777777; font-family: "Arial","sans-serif"; font-size: 10.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Polemik membaca dan menulis bagi anak usia dini masih menjadi pro dan
kontra. Ada yang berpendapat membaca bagi anak usia dini berarti memaksakan
anak untuk memiliki kemampuan yang seharusnya baru diajarkan di Sekolah Dasar
(SD). Sebagian lain berpendapat, tidak masalah mengajarkan
membaca sejak anak usia dini, agar anak memiliki kesiapan ketika masuk
SD. Selain itu kemampuan membaca merupakan salah satu syarat untuk masuk
SD. Permasalahan tersebut, membuat orangtua menjadi bingung, mana yang harus
diikuti.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 18.0pt; margin-bottom: 15.0pt;">
<span style="color: #777777; font-family: "Arial","sans-serif"; font-size: 10.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Mengenai kontroversi bisa tidaknya anak usia dini diberikan materi
pelajaran membaca, R. Ella Yulaelawati R., M.A. Ph.D, Direktur Pembinaan PAUD
mengatakan yang dibutuhkan anak usia dini adalah keaksaraan awal. Hal tersebut
disampaikan ketika menjadi pembicara pada seminar “Peran Orangtua Dalam
Meningkatkan Kualitas Pembelajaran Anak Usia Dini”, yang dilaksanakan oleh
Yayasan Citra Pendidikan Indonesia.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 18.0pt; margin-bottom: 15.0pt;">
<b><span style="color: #777777; font-family: "Arial","sans-serif"; font-size: 10.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Dasar Hukum</span></b><span style="color: #777777; font-family: "Arial","sans-serif"; font-size: 10.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 18.0pt; margin-bottom: 15.0pt;">
<span style="color: #777777; font-family: "Arial","sans-serif"; font-size: 10.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Untuk calistung, sudah ada larangan melalui ederan dirjen PAUD dan Dikmas.
Dan untuk mematahkan argumen bahwa tetap dikehendaki calistung, karena SD-SD
mengetes calon peserta didik baru dengan calistung, itu sudah ada ederan dari
Dirjen Pendidikan Dasar dan Menengah bahwa untuk masuk SD itu tidak diharuskan
anak-anak ikut tes calistung, urai Ella Yulaelawati, <o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 18.0pt; margin-bottom: 15.0pt;">
<span style="color: #777777; font-family: "Arial","sans-serif"; font-size: 10.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Selain itu menurut Direktur Pembinan PAUD, untuk mengkaji tentang membaca
bagi anak usia dini dapat merujuk peraturan Menteri Pendidikan dan Kebudayaan
Nomor 146 tahun 2014 tentang kurikulum 2013 Pendidikan Anak Usia Dini. Dalam
pasal 5 dimuat bahwa struktur kurikulum PAUD membuat program-program
pengembangan yang mencakup; nilai agama dan moral, fisik-motorik, kognitif,
bahasa, sosial-emosional, dan seni. Serta Peraturan Menteri Pendidikan dan
Kebudayaan Republik Indonesia Nomor 137 Tahun 2013 tentang Standar Nasional
Pendidikan Anak Usia Dini, pasal 10 berbunyi “keaksaraan, mencakup pemahaman
terhadap hubungan bentuk dan bunyi huruf, meniru bentuk huruf, serta memahami
kata dan cerita”.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 18.0pt; margin-bottom: 15.0pt;">
<span style="color: #777777; font-family: "Arial","sans-serif"; font-size: 10.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">“Jadi memahami kata dan cerita itu tidak dilarang, meniru bentuk hurup
tidak dilarang. Untuk kita harus memahami kurikulum PAUD, agar kita dapat
memahami apa yang dianjurkan dan apa yang dilarang, itu harus diketahui”, tegas
Ella Yulaelawati.<o:p></o:p></span></div>
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<span style="color: #777777; font-family: "Arial","sans-serif"; font-size: 10.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Menurut Ella Yulaelawati, pada prinsipnya Kurikulum PAUD 2013, mendorong
pengembangan optimal potensi peserta didik melalui pengalaman belajar bermakna.
Yakini melalui bermain, untuk menumbuhan sikap spritul, sikap sosial,
pengetahuan, dan keterampilan agar mereka memiliki kesiapan menempuh jenjang
pendidikan selanjutnya. Namun banyak yang sempit menafsirkan kesiapan menempuh
jenjang pendidikan selanjutnya dengan kemampuan baca, tulis, dan hitung.
Sehingga sampai saat ini tetap ada orangtua yang menganjurkan anaknya kursus
membaca, menulis, dan berhitung. Dan ini salah besar, kalau anak belum
siap.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 18.0pt; margin-bottom: 15.0pt;">
<span style="color: #777777; font-family: "Arial","sans-serif"; font-size: 10.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">“Sebagaimana kemampuan visual, kognitif, mendengarkan sejak janin memang
dianjurkan. Tetapi apakah dalam ketegori membaca teknis, yang membutuhkan
pengkodean terhadap simbol dan huruf-huruf dan juga pemaham kemampuan anak.
Sederhananya begini, apakah anak-anak usia rata-rata 1 tahun bisa berjalan.
Untuk bisa jalan pertama kali membalikkan badan, tengkurap, duduk, merangkak
baru bisa pintar jalan. Membaca juga demikian, apalagi otaknya sedang
berkembang. Kalau anak dipaksa usia 1 tahun semuanya harus bisa jalan
nanti kakinya ada bengkok, ada yang huruf O kalau belum siap. Sekarang ibu-ibu
menggunakan <i>Baby walker</i> padahal kaki-kakinya belum tumbuh
sempurna, nah itu berpengaruh besar pada perkembangan kaki anak. Nah demikian
juga perkembangan otak kalau dikursuskan membaca”, terang Ella Yulaelawati.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 18.0pt; margin-bottom: 15.0pt;">
<b><span style="color: #777777; font-family: "Arial","sans-serif"; font-size: 10.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Kompetensi Inti Kurikulum PAUD 2013</span></b><span style="color: #777777; font-family: "Arial","sans-serif"; font-size: 10.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 18.0pt; margin-bottom: 15.0pt;">
<span style="color: #777777; font-family: "Arial","sans-serif"; font-size: 10.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Selanjutnya Ella Yulaelawati mengatakan, pada Kompetensi Inti kurikulum
PAUD 2013 yang berkaitan dengan membaca (K1-4), disebutkan menunjukkan yang
diketahui, dirasakan, dibutuhkan, dan dipikirkan melalui bahasa, musik,
gerakan, dan karya secara produktif, dan kreatif, serta mencerminkan perilaku
anak berakhlak mulia. Tidak disebut calistung.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 18.0pt; margin-bottom: 15.0pt;">
<span style="color: #777777; font-family: "Arial","sans-serif"; font-size: 10.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">“Ada memang yang menunjukkan membaca didalam kurikulum PAUD. Dari
kompetensi dasar, K.1.10 disebutkan menunjukkan kemampuan berbahasa
reseptif (menyimak dan membaca). Tapi lihat indikatornya (4.1.10) untuk usia
4-5 tahun, yaitu menceritakan kembali apa yang didengar dengan kosa kata yang
terbatas. Usia 5-6 tahun, yaitu menceritakan kembali apa yang didengar
dengan kosakata yang lebih. Maksudnya menyimak dan membaca disini adalah, orang
dewasa membaca atau dongeng yang diceritakan, kemudian anak menceritakan
kembali apa yang didengar dengan kosa kata terbatas untuk anak usia 4-5 tahun,
dan kosa kata lebih bagi anak usia 5-6 tahun”, jelas Ella Yulaelawati.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 18.0pt; margin-bottom: 15.0pt;">
<b><span style="color: #777777; font-family: "Arial","sans-serif"; font-size: 10.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Keaksaraan Konvensional</span></b><span style="color: #777777; font-family: "Arial","sans-serif"; font-size: 10.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 18.0pt; margin-bottom: 15.0pt;">
<span style="color: #777777; font-family: "Arial","sans-serif"; font-size: 10.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Menurut Direktur Pembinaan PAUD, membaca adalah kunci belajar. Memang betul
anak yang mempunyai pengalaman terhadap bahan cetak akan mempunyai dasar-dasar
kemampuan untuk membaca, dan membaca adalah fondasi untuk belajar kemampuan
belajar lainnya. Kosa kata dan kalimat serta kemampuan berbahasa kebanyakan
diperoleh dari membaca atau melalui bahasa tulis.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 18.0pt; margin-bottom: 15.0pt;">
<span style="color: #777777; font-family: "Arial","sans-serif"; font-size: 10.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">“Tapi apakah harus mengajar membaca di PAUD?, jawabnya tidak. Tidak
mengajar membaca, tidak mengajar membaca bunyi, tidak keaksaraan konvensional.
Tetapi harus, harus, dan wajib keaksaraan awal atau pra-keaksaraan”, ungkap
Ella Yulaelawati.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 18.0pt; margin-bottom: 15.0pt;">
<span style="color: #777777; font-family: "Arial","sans-serif"; font-size: 10.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Selanjutnya beliau menjelaskan, apa yang tidak boleh, yang tidak boleh
adalah keaksaraan konvensional. Dimana mengajar membaca yang memuat
komponen <i>reseptif </i>yang meliputi ketepatan pengkodean,
kelancaran pengkodean, dan pemahaman bacaan. Karena anak dapat mengkodekan
hal-hal/kosakata yang dapat dipahami, tetapi anak tidak dapat memahami hal-hal
yang tidak dapat dikodekan. Jadi membaca itu melibatkan 2 hal. Pertama
kemampuan pengkodean dan kedua kemampuan pemahaman”<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 18.0pt; margin-bottom: 15.0pt;">
<span style="color: #777777; font-family: "Arial","sans-serif"; font-size: 10.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Anak akan mengalami kesulitan membaca bila, 1. Kurang kesempatan berlatih
dengan aksara. 2. Kurang kesempatan mengembangkan strategi memahami bacaan. 3.
Sering berlatih membaca di luar kemampuannya. 4. Mempunyai pengalaman negatif
terhadap membaca. Atau dipaksa/terpaksa membaca di luar minatnya.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 18.0pt; margin-bottom: 15.0pt;">
<span style="color: #777777; font-family: "Arial","sans-serif"; font-size: 10.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Pada kesempatan tersebut Ella Yulaelawati mengingatkan bahwa, kita sering
mendengar bonus demokrafi. Sekarang ini anak usia dini ada 19 juta, kalau 19
juta ini diberikan calistung yang tidak bermakna. Maka 19 juta di tahun 2030
atau 15 tahun kemudian, kalau mahasiswa sulit menulis skripsi. Karena dia
mempunyai pengalaman negatif terhadap membaca. Apakah itu yang kita inginkan
dengan bonus demografi. Lalu alih-alih mendapat bonus 2045 angkatan kerja yang
berkualitas, tapi kita hanya mendapat angkatan kerja yang menjadi beban
pemerintah, oleh karena itu, apa yang diharuskan adalah keaksaraan awal.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 18.0pt; margin-bottom: 15.0pt;">
<b><span style="color: #777777; font-family: "Arial","sans-serif"; font-size: 10.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Keaksaraan Awal</span></b><span style="color: #777777; font-family: "Arial","sans-serif"; font-size: 10.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 18.0pt; margin-bottom: 15.0pt;">
<span style="color: #777777; font-family: "Arial","sans-serif"; font-size: 10.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Direktur Pembinaan PAUD berpendapat bahwa, Pra-keaksaraan atau keaksaraan
awal adalah istlah yang digunakan untuk menjelaskan kemampuan anak dalam
menggunakan aksara atau membaca dan menulis yang dikuasai sebelum anak belajar
cara membaca dan menulis.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 18.0pt; margin-bottom: 15.0pt;">
<span style="color: #777777; font-family: "Arial","sans-serif"; font-size: 10.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">“Jadi jangan dikira anak tidak punya keaksaraan awal. Anak yang tidak
diajar karena sering dibiasakan bersentuhan dengan aksara. Contohnya Nak tolong
bawain majalah kompas, anak tidak akan membawa majalah tempo, dia bisa
membaca gambar. Tapi bukan dia membaca kompas, tapi dia memahami
bentuk-bentuk huruf, misalnya dia bisa membedakan <i>spiderman</i> atau <i>superman</i>”
ucap Ella Yulaelawati. <o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 18.0pt; margin-bottom: 15.0pt;">
<span style="color: #777777; font-family: "Arial","sans-serif"; font-size: 10.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Keaksaraan awal merupakan tanda bahwa anak, bahkan sejak usia satu atau dua
tahun sudah berproses untuk menjadi aksarawan. Ini yang harus ditumbuhkan,
yaitu proses untuk menjadi aksarawan, bukan untuk menjadi anak menjadi pintar
calistung, yang pintar menjawab teks/soal. Menurut Ella Yulaelawati Keaksaraan
awal merupakan tatanan fondasi untuk mengusai kemampuan membaca dan menulis
serta berhitung yang menyenangkan. Keadaan keaksaraan awal ini harus
dikembangkan dengan baik di PAUD dan tidak dialihkan dengan penguasaan
keaksaraan konvensional yang akan melelahkan anak dan menimbulkan pengalaman
negatif terhadap membaca dan menulis. Keaksaraan awal dapat dibangun sejak bayi
dan di usia dini melalui peran serta orang dewasa dalam kegiatan bermakna yang
melibatkan berbicara dan aksara.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 18.0pt; margin-bottom: 15.0pt;">
<span style="color: #777777; font-family: "Arial","sans-serif"; font-size: 10.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Keaksaraan awal dapat membangun calon pembaca yang berminat baca dengan
menguasai: 1. Bahasa lisan. 2. Lingkungan beraksara . 3. Pengetahuan abjad
melalui bernyanyi; 4. Makna bunyi. 5. Pemahaman visual-gambar bola, buah,
bunga. 6 Konsep bahan cetak (Tulisan yang dikenal anak, seperti: TV, <i>dora,
spiderman</i>). 7 Bahasa tulis-pengetahuan tentang buku. 8 Seolah
membaca–meniru membaca. Dan 9. Seolah menulis–meniru menulis.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 18.0pt; margin-bottom: 15.0pt;">
<span style="color: #777777; font-family: "Arial","sans-serif"; font-size: 10.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Jadi Periode anak usia dini merupakan masa peka untuk semua perkembangan
anak, sehingga dalam pembelajaran Pra-Keaksaraan diharapkan peran guru lebih
banyak menstimulasi, membimbing, dan mengasuh dengan memberikan bermain yang
bermakna, aman, nyaman dan menyenangkan sesuai tahap perkembangan anak,
sehingga anak mampu menumbuhkan lebih banyak penguasaan kosa kata. Anak
mampu mendongeng, jangan hanya gurunya saja yang mendogeng. Anak juga mampu
membacakan kembali buku imajinatif yang kreatif, dan mampu menjelajah kekayaan
bahasa serta dapat menikmati lingkungan beraksara, ujar Ella Yulaelawati.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 18.0pt; margin-bottom: 15.0pt;">
<b><span style="color: #777777; font-family: "Arial","sans-serif"; font-size: 10.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Kegiatan Bermain Yang Mengembangkan Bahasa Lisan</span></b><span style="color: #777777; font-family: "Arial","sans-serif"; font-size: 10.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></div>
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<span style="color: #777777; font-family: "Arial","sans-serif"; font-size: 10.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Menurut Ella Yulaelawati, kegiatan bermain dengan anak dapat mengembangkan
bahasa lisan, diantaranya melalui:<o:p></o:p></span></div>
<ol start="1" type="1">
<li class="MsoNormal" style="background: white; color: #777777; line-height: 18.0pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><b><span style="font-family: "Arial","sans-serif"; font-size: 10.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Bermain
Drama</span></b><span style="font-family: "Arial","sans-serif"; font-size: 10.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></li>
</ol>
<div class="MsoNormal" style="background: white; line-height: 18.0pt; margin-left: 18.0pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="color: #777777; font-family: "Arial","sans-serif"; font-size: 10.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Gunakan pakaian, assesoris, nyanyian,
tarian yang dapat mendramakan suatu cerita sehingga disukai anak. Bermain
seperti ini, melibatkan anak dalam mengalami pelibatan bahasa dan membantu
mereka mengerti perlunya membaca untuk memahami sesuatu.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 18.0pt; margin-bottom: 15.0pt;">
<br /></div>
<div class="MsoNormal" style="background: white; line-height: 18.0pt; margin-bottom: 15.0pt;">
<br /></div>
<ol start="2" type="1">
<li class="MsoNormal" style="background: white; color: #777777; line-height: 18.0pt; mso-list: l3 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><b><span style="font-family: "Arial","sans-serif"; font-size: 10.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Bermain
Balok.</span></b><span style="font-family: "Arial","sans-serif"; font-size: 10.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></li>
</ol>
<div class="MsoNormal" style="background: white; line-height: 18.0pt; margin-bottom: 15.0pt;">
<span style="color: #777777; font-family: "Arial","sans-serif"; font-size: 10.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Kadang bermain balok, bermain balok saja, tidak dikenalkan perolehannya.
Guru bisa membandingkan, menjelaskan, lalu mengembangkan kemampuan kosa kata
yang berkaitan dengan bentuk-bentuk bangunan, menara, jembatan atau struktur
alam seperti pohon, batu dan gunung, untuk belajar kosakata tentang struktur.
Bermain mengembangkan bahasa ketika anak-anak berbicara bersama anda,
membandingkan, menjelaskan dan memberi nama pada struktur-struktur yang telah
diciptakan oleh mereka.<o:p></o:p></span></div>
<ol start="3" type="1">
<li class="MsoNormal" style="background: white; color: #777777; line-height: 18.0pt; mso-list: l2 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><b><span style="font-family: "Arial","sans-serif"; font-size: 10.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Bermain
menggunakan permainan sendiri</span></b><span style="font-family: "Arial","sans-serif"; font-size: 10.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></li>
</ol>
<div class="MsoNormal" style="background: white; line-height: 18.0pt; margin-bottom: 15.0pt;">
<span style="color: #777777; font-family: "Arial","sans-serif"; font-size: 10.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Hal ini bisa dilakukan misalnya dengan mengumpulkan benda-benda yang
dimulai dengan huruf “D”, misalnya daun, dadu, donat, duku, dll.<o:p></o:p></span></div>
<ol start="4" type="1">
<li class="MsoNormal" style="background: white; color: #777777; line-height: 18.0pt; mso-list: l4 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><b><span style="font-family: "Arial","sans-serif"; font-size: 10.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Menyanyi
bersama anak</span></b><span style="font-family: "Arial","sans-serif"; font-size: 10.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></li>
</ol>
<div class="MsoNormal" style="background: white; line-height: 18.0pt; margin-bottom: 15.0pt;">
<span style="color: #777777; font-family: "Arial","sans-serif"; font-size: 10.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Musik dan nyanyian adalah hal yang penting dalam mengembangkan pengenalan
bunyi dan suara, khususnya yang digunakan untuk mengucapkan huruf. Selain
itu menyanyikan lagu yang memuat irama dan cerita membantu anak untuk
mempelajari huruf baru sebagaimana mereka memahami irama dan isi lagu.
Hal itu juga membantu untuk mengembangkan kemampuan anak dalam mencipta isi dan
lagu sendiri.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 18.0pt; margin-bottom: 15.0pt;">
<span style="color: #777777; font-family: "Arial","sans-serif"; font-size: 10.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Banyak anak-anak secara alami tertarik untuk bergumam atau menyanyikan
lagu. Hal itu juga bermanfaat untuk membangun ketertarikan anak terhadap musik
dan meningkatkan perkembangan keaksaraan anak pada waktu yang sama. Hal ini
dapat dilakukan dengan bermain permainan lagu alphabet dengan anak dengan
mencari benda-benda misalnya yang dimulai dengan huruf “B” bola, boneka,
bunga dan seterusnya. Guru dan orangtua dapat membantu mereka untuk menjelaskan
kosakata yang disebutkan anak-anak.<o:p></o:p></span></div>
<ol start="5" type="1">
<li class="MsoNormal" style="background: white; color: #777777; line-height: 18.0pt; mso-list: l1 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><b><span style="font-family: "Arial","sans-serif"; font-size: 10.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Membaca
bersama anak</span></b><span style="font-family: "Arial","sans-serif"; font-size: 10.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><o:p></o:p></span></li>
</ol>
<div class="MsoNormal" style="background: white; line-height: 18.0pt; margin-bottom: 15.0pt;">
<span style="color: #777777; font-family: "Arial","sans-serif"; font-size: 10.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Ketika membaca bersama anak, minta mereka menjelaskan mengenai cerita apa
yang telah mereka baca. Membaca bersama-sama membantu anak untuk mengekspresikan
diri mereka sendiri secara verbal.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 18.0pt; margin-bottom: 15.0pt;">
<span style="color: #777777; font-family: "Arial","sans-serif"; font-size: 10.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Penelitian menunjukkan bahwa anak-anak dapat lebih mempelajari tentang
huruf dan kosakata ketika orangtua membaca bersama-sama dengan mereka. Serta
meminta anak-anak untuk menceritakan cerita yang mereka baca. Hal ini bisa
dilakukan dengan menyuruh anak-anak melihat hanya pada gambar yang ada dalam
buku, bukan kata-katanya, kemudian minta mereka untuk menceritakan isi cerita
berdasarkan gambar dari buku yang dibaca bersama.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 18.0pt; margin-bottom: 15.0pt;">
<span style="color: #777777; font-family: "Arial","sans-serif"; font-size: 10.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Pada prinsipnya kemampuan Pra Keaksaraan Anak Usia Dini meliputi; 1.
Berbicara secara positif dan akurat berdasarkan kosa kata yang didengarnya. 2.
Mendengarkan, mengajukan pertanyaan dan menjawab pertanyaan dengan bahasa yang
baik. 3. Menyampaikan dan menceritakan dongeng atau bacaan yang didengarnya. 4.
Meniru/mengekspresikan karakter tokoh-tokoh baik dan menghindar dari karakter
negatif. dan 5. Mengatasi emosi seperti rasa takut, cemburu, marah atau
meluapkan kegembiraan yang sehat dari dongeng atau bacaan yang didengarnya.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 18.0pt; margin-bottom: 15.0pt;">
<span style="color: #777777; font-family: "Arial","sans-serif"; font-size: 10.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Diakhiri materinya Direktur Pembinaan PAUD mengingatkan bahwa hal-hal yang
harus dihindari yaitu: </span></div>
<div class="MsoNormal" style="background: white; line-height: 18.0pt; margin-bottom: 15.0pt;">
<span style="color: #777777; font-family: "Arial","sans-serif"; font-size: 10.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">1. Mengajarkan membaca tidak sesuai perkembangan anak.
2. “Memaksakan” anak belajar membaca bunyi tanpa makna. 3. Memberikan
lembaran kerja berlebihan. Dan 4. Menganjurkan orangtua agar anak ikut kursus
membaca.</span><span lang="EN-US" style="color: #777777; font-family: "Arial","sans-serif"; font-size: 10.5pt; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-spacerun: yes;"> </span><o:p></o:p></span></div>
<br /></div>
Sita Rahmahhttp://www.blogger.com/profile/12298002931395331640noreply@blogger.com0tag:blogger.com,1999:blog-3218641716941214747.post-83004781204277500892019-02-03T06:32:00.000-08:002019-02-03T06:32:36.263-08:00Evaluasi Perkembangan anak dalam Montessori<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 7.5pt; mso-outline-level: 1;">
<b><span style="color: #1f5e92; font-family: "Verdana","sans-serif"; font-size: 18.0pt; letter-spacing: -1.5pt; mso-ansi-language: EN-GB; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 23.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB; mso-font-kerning: 18.0pt;">How
to Evaluate the Progress of a Montessori Child<o:p></o:p></span></b></div>
<div class="MsoNormal" style="background: white; line-height: 16.2pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 36.0pt;">
<span style="color: #222222; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: EN-GB; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB;"><br /></span></div>
<div class="MsoNormal" style="background: white; line-height: 16.2pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 36.0pt;">
<span style="color: #222222; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: EN-GB; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB;"><br /></span></div>
<div class="MsoNormal" style="background: white; line-height: 16.2pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 36.0pt;">
<span style="color: #222222; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: EN-GB; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB;">Most Montessori schools and homes do not use grades or test scores as a
way to evaluate children’s progress. While it’s wonderful that we don’t subject
children to these sorts of assessments, which are often arbitrary and biased,
it can be hard to find a meaningful way to estimate their progress. How can we
measure children’s growth and development in a way that lets us know how
they’re doing without using tests or grades?<br />
Another important (and related) question is this: how can we know if a child is
having an authentic Montessori experience? In other words, is the child truly
receiving the full benefit of the prepared environment, the materials, and the
Montessori philosophy? Knowing the answers to these questions will help us as
we decide which materials to present, how to arrange (or re-arrange) the
environment, and how to work with each child.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 16.2pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="background: white; line-height: 16.2pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="background: white; line-height: 16.2pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b><span style="color: #222222; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: EN-GB; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB;">The best
assessment of each child will include several things:</span></b><span style="color: #222222; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: EN-GB; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 16.2pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b><span style="color: #222222; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: EN-GB; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB;">1.</span></b><span style="color: #222222; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: EN-GB; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB;"> First of all, there should be some kind of chart, list, or
schematic indicating what work has been completed by the child. To make it even
more useful, you can indicate whether or not a child has been shown how to do
the work, actually done it themselves, or even mastered it (or all three, if
indicated).<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 16.2pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="background: white; line-height: 16.2pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b><span style="color: #222222; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: EN-GB; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB;">2.</span></b><span style="color: #222222; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: EN-GB; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB;"> The second part of the evaluation can include the child’s own
work; samples of written work, creative writing, drawing, art projects, and
even photographs of the child’s work can be included. (I’ll be authoring a
separate post on assembling a child’s work portfolio soon).<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 16.2pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="background: white; line-height: 16.2pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b><span style="color: #222222; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: EN-GB; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB;">3.</span></b><span style="color: #222222; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: EN-GB; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB;"> The third part of the assessment should include a written portion
that summarizes the child’s progress as observed by the teacher. Observation
notes can be included to support the conclusions. It’s helpful to briefly
mention the general characteristics of a Montessori child and how this
particular child is moving ahead in each area.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 16.2pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="background: white; line-height: 16.2pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b><span style="color: #222222; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: EN-GB; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB;">What
characteristics should we be looking for in a Montessori child?<o:p></o:p></span></b></div>
<div class="MsoNormal" style="background: white; line-height: 16.2pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="color: #222222; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: EN-GB; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB;">The
Montessori method is practiced in dozens of countries around the world, in
differing cultures and in many languages. There are public and private
Montessori schools, Montessori homeschools, large schools and small schools,
AMS schools and AMI schools.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 16.2pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="color: #222222; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: EN-GB; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB;">Given those
differences, are there consistent traits that show up in Montessori children
regardless of the type of school they attend or area of the world in which they
live? There are! Regardless of where and how the child experiences Montessori,
you should be able to see these the following traits – even if just in
glimpses.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 16.2pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="background: white; line-height: 16.2pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="background: white; line-height: 16.2pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="background: white; line-height: 16.2pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b><span style="color: #222222; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: EN-GB; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB;">Eight ( 8 )characteristics of the authentic Montessori experience:</span></b><span style="color: #222222; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: EN-GB; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 15.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-indent: 0cm;">
<span style="color: black;"><span style="font-size: 13.3333px; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"><span style="font-family: Symbol;">1.</span></span><span style="font: 7pt "Times New Roman";"> </span></span><!--[endif]--><b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: EN-GB; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB;">Independence</span></b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: EN-GB; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB;"> - mandiri<br />
Besides the obvious displays of independence like being able to choose work for
oneself, there is a certain autonomy that marks the Montessori child. They are
used to doing things themselves rather than having an adult do everything for
them.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 15.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-indent: 0cm;">
<span style="color: black;"><span style="font-size: 13.3333px; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"><span style="font-family: Symbol;">2.</span></span><span style="font: 7pt "Times New Roman";"> </span></span><!--[endif]--><b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: EN-GB; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB;">Confidence</span></b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: EN-GB; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB;"> - percaya diri<br />
The Montessori child approaches life’s challenges confidently. They may not
know the answer or solution to every problem, but they know where to find help
if they need it. This is not an arrogant confidence that presumes to be right
at everything, but the kind of confidence that allows a child to try new things
and be adventurous.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 15.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-indent: 0cm;">
<span style="color: black; font-family: Symbol; font-size: 10.0pt; mso-ansi-language: EN-GB; mso-bidi-font-family: Symbol; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Symbol; mso-fareast-language: EN-GB;"><span style="mso-list: Ignore;">3<span style="font: 7.0pt "Times New Roman";"> . </span></span></span><!--[endif]--><b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: EN-GB; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB;">Self-discipline - disiplin
diri</span></b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: EN-GB; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB;"><br />
Self-discipline enables children to make the right choices without adult
intervention. The child cannot achieve self-discipline without instruction and
help from the teachers and parents. Guiding a child’s inner development is not
something that can be done overnight; it’s a long-term process that focuses on
incremental improvements.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 15.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-indent: 0cm;">
<span style="color: black;"><span style="font-size: 13.3333px; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"><span style="font-family: Symbol;">4.</span></span><span style="font: 7pt "Times New Roman";"> </span></span><!--[endif]--><b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: EN-GB; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB;">Intrinsic motivation - motovasi dalam diri</span></b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: EN-GB; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB;"><br />
The idea behind the beautifully prepared environment of the Montessori
classroom is that each material – and indeed, the set-up of the entire
classroom – will appeal to the child’s inner needs. The teacher should never
need to force a child into doing work. The child will instinctively know what
they need to do. If the teacher or parent is always giving direction, the child
will never get a chance to hear that “inner voice”.<o:p></o:p></span></div>
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<span style="color: black;"><span style="font-size: 13.3333px; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"><span style="font-family: Symbol;">5.</span></span><span style="font: 7pt "Times New Roman";"> </span></span><!--[endif]--><b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: EN-GB; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB;">Ability to handle external
authority - mampu mengontrol diri </span></b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: EN-GB; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB;"><br />
One popular misconception of Montessori is that children are allowed to run
around and misbehave and basically do anything they want to with no
interference on the teacher’s part. Nothing could be further from the truth.
The child in the Montessori environment is treated with respect, but is
expected to respect the teacher, the materials, and the other members of the
class as well. Strong-willed children find it very difficult to handle external
authority, but with time and patience can begin to graciously follow directions
when necessary.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: black; font-family: Symbol; font-size: 10.0pt; mso-ansi-language: EN-GB; mso-bidi-font-family: Symbol; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Symbol; mso-fareast-language: EN-GB;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> 6. </span></span></span><!--[endif]--><b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: EN-GB; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB;">Academic achievement - pencapaian academic</span></b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: EN-GB; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB;"><br />
While we don’t wish to make academics the cornerstone of a Montessori
education, they are indeed important. Each child will develop differently, but
there should always be some progress over time. Montessori may have more
elastic boundaries when it comes to grade-level expectations, but there are
still general skills to be mastered in the 3-year cycles. It’s important to
know which materials are presented in each level, and whether or not the child
has completed them successfully.<o:p></o:p></span></div>
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<span style="color: #222222; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: EN-GB; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB;">Many Montessori schools avoid standardized testing,
but it’s perfectly acceptable to evaluate kids with short, informal one-on-one
sessions with an adult. The child may be asked to complete the <o:p></o:p></span></div>
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<span style="color: #222222; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: EN-GB; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB;">work (or some part of it) so that the adult can
note whether or not further instruction is needed. These can be repeated if
necessary, and progress can be noted from one evaluation to another.<o:p></o:p></span></div>
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<span style="color: black;"><span style="font-size: 13.3333px; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"><span style="font-family: Symbol;">7.</span></span><span style="font: 7pt "Times New Roman";"> </span></span><!--[endif]--><b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: EN-GB; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB;">Spiritual awareness - pemahaman, kesadaran spiritual</span></b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: EN-GB; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB;"><br />
The Montessori philosophy recognizes that a child has more than just a mind and
body: they possess a soul as well. The child’s soul needs to be nourished
through art, music, literature, nature, moral lessons, religious instruction,
and relationships. A Montessori child will have appreciation and respect for
spiritual issues, and for other people as spiritual beings.<o:p></o:p></span></div>
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<span style="color: black;"><span style="font-size: 13.3333px; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"><span style="font-family: Symbol;">8. </span></span></span><span style="font-family: Symbol; font-size: 13.3333px; text-indent: 0cm;"><span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span></span><b style="font-family: Symbol; font-size: 13.3333px; text-indent: 0cm;"><span style="font-family: "Times New Roman", serif; font-size: 12pt;">Responsible citizenship - warganegara yang bertanggung jawab</span></b><span style="color: black;"><span style="font-size: 13.3333px; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"><span style="font-family: Symbol;"><br /></span></span></span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: EN-GB; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB;">
Since the Montessori curriculum stresses the interdependence of all living
things, global awareness will come quite naturally to the Montessori child.
They will be interested in current events, in helping others less fortunate
than themselves, and in treating our planet kindly.<o:p></o:p></span></div>
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Sita Rahmahhttp://www.blogger.com/profile/12298002931395331640noreply@blogger.com0tag:blogger.com,1999:blog-3218641716941214747.post-57825168743597015592018-11-13T01:18:00.000-08:002018-11-13T01:18:03.924-08:00The Montessori Method<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-size: small;">The Montessori Method </span><span style="font-weight: normal;"><span style="font-size: x-small;">( Base on American Montessori Society)</span></span></h2>
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- Its developed by Dr. Maria Montessori, is a child-centered educational approach based on scientific observations of children from birth to adulthood. </div>
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- It is a view of the child as one who is naturally eager for knowledge and capable of initiating learning in a supportive, thoughtfully prepared learning environment. </div>
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- It is an approach that values the human spirit and the development of the whole child—<u>physical, social, emotional, cognitive</u>. (Indonesia 6 areas of development) </div>
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<span style="font-size: small;">Components necessary for a Montessori program:</span><span style="font-size: x-small;"> </span></h2>
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- multi age groupings that foster peer learning, uninterrupted blocks of work time, and guided choice of work activity. </div>
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- a full complement of designed Montessori learning materials are meticulously arranged and available for use in an aesthetically pleasing environment.</div>
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- the teacher, child, and environment create a learning triangle. </div>
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-the classroom is prepared by the teacher to encourage independence, freedom within limits, and a sense of order. </div>
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- the child, through individual choice, makes use of what the environment offers to develop himself, interacting with the teacher when support and/or guidance is needed.</div>
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Multi age groupings are the special trademark of the Montessori Method: younger children learn from older children; older children reinforce their learning by teaching concepts they have already mastered. This arrangement also mirrors the real world, where individuals work and socialize with people of all ages and dispositions.</div>
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Dr. Montessori observed that children experience sensitive periods, or windows of opportunity, as they grow. As their students develop, Montessori teachers match appropriate lessons and materials to these sensitive periods when learning is most naturally absorbed and internalized.</div>
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In early childhood, Montessori students learn through sensory-motor activities, working with materials that develop their cognitive powers through direct experience: seeing, hearing, tasting, smelling, touching, and movement.</div>
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In the elementary years, the child continues to organize his thinking through work with the Montessori learning materials and an interdisciplinary curriculum as he passes from the concrete to the abstract. He begins the application of his knowledge to real-world experiences.</div>
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This organization of information—facts and figures—prepares the child for the world of adolescence, when thought and emotion evolve into understanding more abstract, universal concepts such as equity, freedom, and justice.</div>
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Sita Rahmahhttp://www.blogger.com/profile/12298002931395331640noreply@blogger.com0tag:blogger.com,1999:blog-3218641716941214747.post-83108889562114782732018-11-11T21:58:00.000-08:002018-11-11T21:58:00.742-08:00 The Montessori Absorbent Mind
The "absorbent mind" refers to the mind's capacity to take in information and sensations from the world that surrounds it.
Young children are a testament to the mind's awesome ability to absorb. A baby is born without language, and with few skills other than their survival instinct. From birth to three years they use their senses (hands, eyes, ears, nose, and tongue) to soak in everything that surrounds them. The child does this naturally, and without thought or choice. Maria Montessori referred to this period as the 'unconscious creation'.
The information that the child unconsciously absorbs from his surroundings in the early years is used to construct and create himself. Within a few short years a child is walking, talking, and able to feed himself. It is this awesome ability to absorb information that allows children to acquire the language, physical skills (walking, control of his hands), and control over his bodily functions that are necessary for future independence.
Around the age of three years, the child moves from the state of the unconscious absorbent mind, to the state of the conscious absorbent mind. It is during this conscious state of mind that the child begins to intentionally direct and focus his attention on experiences that will develop that which was created during the first three years.
The fundamental task of the child during this phase of conscious absorption (3-6 years) is intellectual development and freedom. His mind compels him to sort through, order, and make sense of the information he unconsciously absorbed. It is through this order of his intelligence that the child gains the freedom to move purposely, to concentrate, and to choose his own direction.
"The 'absorbent mind' welcomes everything, puts its hope in everything, accepts poverty equally with wealth, adopts any religion and the prejudices and habits of its countrymen, incarnating all in itself. This is the child!" Maria Montessori
Sita Rahmahhttp://www.blogger.com/profile/12298002931395331640noreply@blogger.com0tag:blogger.com,1999:blog-3218641716941214747.post-45003137090633489822018-10-23T23:19:00.001-07:002020-07-06T01:39:43.195-07:00Still Life Photography <div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-weight: normal;"><span style="font-size: x-small;">just sharing it from TIM KOK </span></span> </h1>
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In still life photography, a photographer creates an image with almost full control over lighting, mood, and composition. Because photographers directly influence the image creation process, still life photos reflect the creativity and style of the photographers themselves. For this reason, photographers who specialize in still life will end up with a unique and creative portfolio. Even if the endless possibilities of still life photography can seem daunting, it’s definitely worth trying out.</div>
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<span style="color: #666666;">H</span><span style="color: black;">ere are 7 things to keep in mind while shooting still life photography, followed by examples of still life photography.</span></div>
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<ins class="adsbygoogle" data-ad-client="ca-pub-5308739452129776" data-ad-format="auto" data-ad-slot="4223937818" data-adsbygoogle-status="done" style="box-sizing: inherit; display: block; height: 60px; width: 697px;"><ins id="aswift_1_expand" style="background-color: transparent; border: none; box-sizing: inherit; display: inline-table; height: 60px; margin: 0px; padding: 0px; position: relative; visibility: visible; width: 697px;"><ins id="aswift_1_anchor" style="background-color: transparent; border: none; box-sizing: inherit; display: block; height: 60px; margin: 0px; overflow: hidden; padding: 0px; position: relative; visibility: visible; width: 697px;"><iframe allowfullscreen="true" allowtransparency="true" frameborder="0" height="60" hspace="0" id="aswift_1" marginheight="0" marginwidth="0" name="aswift_1" scrolling="no" style="box-sizing: inherit; height: 60px; left: 0px; max-width: 100%; position: absolute; top: 0px; width: 697px;" vspace="0" width="697"></iframe><span style="color: black; font-size: 2.4rem;">1. Plan your photo</span></ins></ins></ins></div>
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In still life photography, you won’t generally stumble upon a great photo by sheer luck. You should take charge of the entire creative process. The more you plan out your shoot, the better the result is likely to be. So take some time to brainstorm ideas and how you can execute them. When reading through the other items on this list, think of how you can plan for them in advance.</div>
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2. Tripods</h3>
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Use them.</div>
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3. Composition</h3>
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In still life photos, you have more freedom to move your subjects around. This gives you the opportunity to play around with composition (without your subjects getting bored or upset). Think of yourself as a graphic designer who is composing an image. You will discover that certain compositions are more interesting than others. You can also try out different proportional relations between objects. One thing you should definitely pay attention to is the space around your subject, the negative (or white) space. The composition of your photo may become better, just by increasing (or decreasing) the negative space.</div>
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4. Lighting</h3>
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As with all other types of photography, good lighting is essential in still life photography. Because you have virtually complete control of your environment, there’s not really an excuse for poor lighting. In other words, figure out how to perfect the lighting in your still life shooting environment. If you’re relying on natural light, figure out the best time for a shoot or wait until the light has improved. When using a flash, you should consider diffusing the light, using an external flash and directing the light with a reflector. For more information on lighting, check out <a href="http://www.digitalcameraworld.com/2013/01/30/the-still-life-photographers-guide-to-lighting-4-techniques-4-different-effects/" style="background-color: transparent; box-sizing: inherit; color: royalblue; text-decoration-line: none; transition: all 0.1s ease-in-out 0s;">this guide</a> on different lighting techniques in still life photography.</div>
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5. Background</h3>
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You want to make sure that the background works well with your main subject. For example, think about how the background will look in-focus and out-of-focus. Maybe you can find a background with an interesting texture or no texture at all. A single-color background can be an effective way to make your subject stand out. If you have the option, try out different types of background with the same subject.</div>
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6. Take it outside</h3>
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With still life photography, you’re not limited to staying inside. You can find plenty of excellent still life subjects outdoors: leaves floating down the river, a nice composition of street objects, or an interesting rock on the beach. It might be harder to control the shooting environment, but outside you can find unique subjects and backgrounds.</div>
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7. Release your inner creative genius</h3>
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There are no limits on what you can do with still life photography (as long as your subjects are, you know, still). So play around with ideas and the contents in your cupboards! Maybe you will be the first person to photograph a rubber ducky in a bathtub filled with watermelons. You can also create your own message. Still life paintings were infused with meaning and symbolism, you could do the same in your still life photos.</div>
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Examples of Still Life Photography</h2>
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Here’s a selection of great still life photos from our <a href="https://www.flickr.com/groups/thephotoargus/pool/" style="background-color: transparent; box-sizing: inherit; color: royalblue; text-decoration-line: none; transition: all 0.1s ease-in-out 0s;">Flickr group</a>.</div>
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moe4268 — Untitled<br />
<a href="https://www.flickr.com/photos/moesphotoz/8362360665/" rel="attachment wp-att-27077" style="background-color: transparent; box-sizing: inherit; color: royalblue; text-decoration-line: none; transition: all 0.1s ease-in-out 0s;"><img alt="still life photography flowers and oranges" class="alignnone size-full wp-image-27077" height="624" sizes="(max-width: 800px) 100vw, 800px" src="https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-01.jpg" srcset="https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-01.jpg 800w, https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-01-300x234.jpg 300w, https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-01-768x599.jpg 768w" style="border-style: none; box-sizing: inherit; height: auto; margin-bottom: 20px; max-width: 100%;" width="800" /></a></div>
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Laurens Kaldeway — On the Table<br />
<a href="https://www.flickr.com/photos/lkaldeway/16000652240/" rel="attachment wp-att-27078" style="background-color: transparent; box-sizing: inherit; color: royalblue; text-decoration-line: none; transition: all 0.1s ease-in-out 0s;"><img alt="still life photography coffee and chess" class="alignnone size-full wp-image-27078" height="450" sizes="(max-width: 800px) 100vw, 800px" src="https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-02.jpg" srcset="https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-02.jpg 800w, https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-02-300x169.jpg 300w, https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-02-768x432.jpg 768w" style="border-style: none; box-sizing: inherit; height: auto; margin-bottom: 20px; max-width: 100%;" width="800" /></a></div>
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Thomas Lieser — still life with easy chair and TELEV-KASTEN<br />
<a href="https://www.flickr.com/photos/onkel_wart/5964856530/" rel="attachment wp-att-27079" style="background-color: transparent; box-sizing: inherit; color: royalblue; text-decoration-line: none; transition: all 0.1s ease-in-out 0s;"><img alt="still life photography chair" class="alignnone size-full wp-image-27079" height="800" sizes="(max-width: 800px) 100vw, 800px" src="https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-03.jpg" srcset="https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-03.jpg 800w, https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-03-150x150.jpg 150w, https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-03-300x300.jpg 300w, https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-03-768x768.jpg 768w, https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-03-100x100.jpg 100w" style="border-style: none; box-sizing: inherit; height: auto; margin-bottom: 20px; max-width: 100%;" width="800" /></a></div>
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Cat Girl 007 — Egg and Forks<br />
<a href="https://www.flickr.com/photos/cat_girl_007/16505784522/" rel="attachment wp-att-27080" style="background-color: transparent; box-sizing: inherit; color: royalblue; text-decoration-line: none; transition: all 0.1s ease-in-out 0s;"><img alt="still life photography egg on forks" class="alignnone size-full wp-image-27080" height="536" sizes="(max-width: 800px) 100vw, 800px" src="https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-04.jpg" srcset="https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-04.jpg 800w, https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-04-300x201.jpg 300w, https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-04-768x515.jpg 768w" style="border-style: none; box-sizing: inherit; height: auto; margin-bottom: 20px; max-width: 100%;" width="800" /></a></div>
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Suzanne Cummings — Things Past<br />
<a href="https://www.flickr.com/photos/sleecphotos/9563113197/" rel="attachment wp-att-27081" style="background-color: transparent; box-sizing: inherit; color: royalblue; text-decoration-line: none; transition: all 0.1s ease-in-out 0s;"><img alt="still life photography antique bucket" class="alignnone size-full wp-image-27081" height="531" sizes="(max-width: 800px) 100vw, 800px" src="https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-05.jpg" srcset="https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-05.jpg 800w, https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-05-300x199.jpg 300w, https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-05-768x510.jpg 768w" style="border-style: none; box-sizing: inherit; height: auto; margin-bottom: 20px; max-width: 100%;" width="800" /></a></div>
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Igor Ferreira — Still Life<br />
<a href="https://www.flickr.com/photos/igorferreira123/19463933634/" rel="attachment wp-att-27082" style="background-color: transparent; box-sizing: inherit; color: royalblue; text-decoration-line: none; transition: all 0.1s ease-in-out 0s;"><img alt="still life photography candle on book" class="alignnone size-full wp-image-27082" height="533" sizes="(max-width: 800px) 100vw, 800px" src="https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-06.jpg" srcset="https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-06.jpg 800w, https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-06-300x200.jpg 300w, https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-06-768x512.jpg 768w" style="border-style: none; box-sizing: inherit; height: auto; margin-bottom: 20px; max-width: 100%;" width="800" /></a></div>
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Suzanne Cummings — A Morning Place<br />
<a href="https://www.flickr.com/photos/sleecphotos/9461004367/" rel="attachment wp-att-27083" style="background-color: transparent; box-sizing: inherit; color: royalblue; text-decoration-line: none; transition: all 0.1s ease-in-out 0s;"><img alt="still life photography flowers in vase" class="alignnone size-full wp-image-27083" height="800" sizes="(max-width: 800px) 100vw, 800px" src="https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-07.jpg" srcset="https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-07.jpg 800w, https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-07-150x150.jpg 150w, https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-07-300x300.jpg 300w, https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-07-768x768.jpg 768w, https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-07-100x100.jpg 100w" style="border-style: none; box-sizing: inherit; height: auto; margin-bottom: 20px; max-width: 100%;" width="800" /></a></div>
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Elena K. — B&W Bananas<br />
<a href="https://www.flickr.com/photos/ekraz/8193684890/" rel="attachment wp-att-27084" style="background-color: transparent; box-sizing: inherit; color: royalblue; text-decoration-line: none; transition: all 0.1s ease-in-out 0s;"><img alt="still life photography bananas" class="alignnone size-full wp-image-27084" height="570" sizes="(max-width: 800px) 100vw, 800px" src="https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-08.jpg" srcset="https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-08.jpg 800w, https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-08-300x214.jpg 300w, https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-08-768x547.jpg 768w" style="border-style: none; box-sizing: inherit; height: auto; margin-bottom: 20px; max-width: 100%;" width="800" /></a></div>
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Donnie Nunley — Purple Grapes<br />
<a href="https://www.flickr.com/photos/dbnunley/14629840972/" rel="attachment wp-att-27085" style="background-color: transparent; box-sizing: inherit; color: royalblue; text-decoration-line: none; transition: all 0.1s ease-in-out 0s;"><img alt="still life photography grapes in water" class="alignnone size-full wp-image-27085" height="533" sizes="(max-width: 800px) 100vw, 800px" src="https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-09.jpg" srcset="https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-09.jpg 800w, https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-09-300x200.jpg 300w, https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-09-768x512.jpg 768w" style="border-style: none; box-sizing: inherit; height: auto; margin-bottom: 20px; max-width: 100%;" width="800" /></a></div>
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Yane Naumoski — Day 247: Hazelnuts<br />
<a href="https://www.flickr.com/photos/pcklaboratory/9672319505/" rel="attachment wp-att-27086" style="background-color: transparent; box-sizing: inherit; color: royalblue; text-decoration-line: none; transition: all 0.1s ease-in-out 0s;"><img alt="still life photography hazelnuts" class="alignnone size-full wp-image-27086" height="532" sizes="(max-width: 800px) 100vw, 800px" src="https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-10.jpg" srcset="https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-10.jpg 800w, https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-10-300x200.jpg 300w, https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-10-768x511.jpg 768w" style="border-style: none; box-sizing: inherit; height: auto; margin-bottom: 20px; max-width: 100%;" width="800" /></a></div>
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Alex Greenshpun — Catch Me If I Fall<br />
<a href="https://www.flickr.com/photos/noornalini/10035865975/" rel="attachment wp-att-27087" style="background-color: transparent; box-sizing: inherit; color: royalblue; text-decoration-line: none; transition: all 0.1s ease-in-out 0s;"><img alt="still life photography leaves floating" class="alignnone size-full wp-image-27087" height="533" sizes="(max-width: 800px) 100vw, 800px" src="https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-11.jpg" srcset="https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-11.jpg 800w, https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-11-300x200.jpg 300w, https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-11-768x512.jpg 768w" style="border-style: none; box-sizing: inherit; height: auto; margin-bottom: 20px; max-width: 100%;" width="800" /></a></div>
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Ale Quero Dodge — All Of The While I Never Knew<br />
<a href="https://www.flickr.com/photos/alejandraquero2/9876411273/" rel="attachment wp-att-27088" style="background-color: transparent; box-sizing: inherit; color: royalblue; text-decoration-line: none; transition: all 0.1s ease-in-out 0s;"><img alt="still life photography coffee bean" class="alignnone size-full wp-image-27088" height="533" sizes="(max-width: 800px) 100vw, 800px" src="https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-12.jpg" srcset="https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-12.jpg 800w, https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-12-300x200.jpg 300w, https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-12-768x512.jpg 768w" style="border-style: none; box-sizing: inherit; height: auto; margin-bottom: 20px; max-width: 100%;" width="800" /></a></div>
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jordan parks — in a jar<br />
<a href="https://www.flickr.com/photos/benroffelsen/11813607436/" rel="attachment wp-att-27089" style="background-color: transparent; box-sizing: inherit; color: royalblue; text-decoration-line: none; transition: all 0.1s ease-in-out 0s;"><img alt="still life photography flowers" class="alignnone size-full wp-image-27089" height="531" sizes="(max-width: 800px) 100vw, 800px" src="https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-13.jpg" srcset="https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-13.jpg 800w, https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-13-300x199.jpg 300w, https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-13-768x510.jpg 768w" style="border-style: none; box-sizing: inherit; height: auto; margin-bottom: 20px; max-width: 100%;" width="800" /></a></div>
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Margarita K… — spring story…<br />
<a href="https://www.flickr.com/photos/margarita-k_photography/17116937527/" rel="attachment wp-att-27090" style="background-color: transparent; box-sizing: inherit; color: royalblue; text-decoration-line: none; transition: all 0.1s ease-in-out 0s;"><img alt="still life photography flowers on book" class="alignnone size-full wp-image-27090" height="417" sizes="(max-width: 800px) 100vw, 800px" src="https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-14.jpg" srcset="https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-14.jpg 800w, https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-14-300x156.jpg 300w, https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-14-768x400.jpg 768w" style="border-style: none; box-sizing: inherit; height: auto; margin-bottom: 20px; max-width: 100%;" width="800" /></a></div>
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CJ Schmit — Tools of the Trade<br />
<a href="https://www.flickr.com/photos/cjschmit/5426902576/" rel="attachment wp-att-27091" style="background-color: transparent; box-sizing: inherit; color: royalblue; text-decoration-line: none; transition: all 0.1s ease-in-out 0s;"><img alt="still life photography Yashica Mat-124 G with a notebook" class="alignnone size-full wp-image-27091" height="534" sizes="(max-width: 800px) 100vw, 800px" src="https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-15.jpg" srcset="https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-15.jpg 800w, https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-15-300x200.jpg 300w, https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-15-768x513.jpg 768w" style="border-style: none; box-sizing: inherit; height: auto; margin-bottom: 20px; max-width: 100%;" width="800" /></a></div>
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Igor Ferreira — Sun Glasses<br />
<a href="https://www.flickr.com/photos/igorferreira123/9458543073/" rel="attachment wp-att-27092" style="background-color: transparent; box-sizing: inherit; color: royalblue; text-decoration-line: none; transition: all 0.1s ease-in-out 0s;"><img alt="still life photography sun glasses" class="alignnone size-full wp-image-27092" height="463" sizes="(max-width: 800px) 100vw, 800px" src="https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-16.jpg" srcset="https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-16.jpg 800w, https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-16-300x174.jpg 300w, https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-16-768x444.jpg 768w" style="border-style: none; box-sizing: inherit; height: auto; margin-bottom: 20px; max-width: 100%;" width="800" /></a></div>
<div style="box-sizing: inherit; color: #666666; font-family: Raleway, sans-serif; font-size: 16px; margin-bottom: 26px; padding: 0px;">
Donnie Nunley — Garlic and Dust<br />
<a href="https://www.flickr.com/photos/dbnunley/9445482011/" rel="attachment wp-att-27093" style="background-color: transparent; box-sizing: inherit; color: royalblue; text-decoration-line: none; transition: all 0.1s ease-in-out 0s;"><img alt="still life photography garlic and dust" class="alignnone size-full wp-image-27093" height="533" sizes="(max-width: 800px) 100vw, 800px" src="https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-17.jpg" srcset="https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-17.jpg 800w, https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-17-300x200.jpg 300w, https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-17-768x512.jpg 768w" style="border-style: none; box-sizing: inherit; height: auto; margin-bottom: 20px; max-width: 100%;" width="800" /></a></div>
<div style="box-sizing: inherit; color: #666666; font-family: Raleway, sans-serif; font-size: 16px; margin-bottom: 26px; padding: 0px;">
Laurens Kaldeway — Kaleidoscope<br />
<a href="https://www.flickr.com/photos/lkaldeway/12721092353/" rel="attachment wp-att-27094" style="background-color: transparent; box-sizing: inherit; color: royalblue; text-decoration-line: none; transition: all 0.1s ease-in-out 0s;"><img alt="still life photography three glasses" class="alignnone size-full wp-image-27094" height="530" sizes="(max-width: 800px) 100vw, 800px" src="https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-18.jpg" srcset="https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-18.jpg 800w, https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-18-300x199.jpg 300w, https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-18-768x509.jpg 768w" style="border-style: none; box-sizing: inherit; height: auto; margin-bottom: 20px; max-width: 100%;" width="800" /></a></div>
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Martin Pitoňák – Jewelry Photography<br />
<a href="https://martinpitonak.com/" style="background-color: transparent; box-sizing: inherit; color: royalblue; text-decoration-line: none; transition: all 0.1s ease-in-out 0s;"><img alt="Still Life Photography by Martin Pitoňák" class="alignnone size-full wp-image-35815" height="1080" sizes="(max-width: 1620px) 100vw, 1620px" src="https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2016/03/still-life-photography.jpg" srcset="https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2016/03/still-life-photography.jpg 1620w, https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2016/03/still-life-photography-300x200.jpg 300w, https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2016/03/still-life-photography-768x512.jpg 768w, https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2016/03/still-life-photography-1024x683.jpg 1024w" style="border-style: none; box-sizing: inherit; height: auto; margin-bottom: 20px; max-width: 100%;" width="1620" /></a></div>
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^ Missi ^ — rrriiinnng…..<br />
<a href="https://www.flickr.com/photos/15481483@N06/6561971659/" rel="attachment wp-att-27096" style="background-color: transparent; box-sizing: inherit; color: royalblue; text-decoration-line: none; transition: all 0.1s ease-in-out 0s;"><img alt="still life photography phone" class="alignnone size-full wp-image-27096" height="640" sizes="(max-width: 800px) 100vw, 800px" src="https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-20.jpg" srcset="https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-20.jpg 800w, https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-20-300x240.jpg 300w, https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-20-768x614.jpg 768w" style="border-style: none; box-sizing: inherit; height: auto; margin-bottom: 20px; max-width: 100%;" width="800" /></a></div>
<div style="box-sizing: inherit; color: #666666; font-family: Raleway, sans-serif; font-size: 16px; margin-bottom: 26px; padding: 0px;">
Laurens Kaldeway — [oil and water]<br />
<a href="https://www.flickr.com/photos/lkaldeway/16108225149/" rel="attachment wp-att-27097" style="background-color: transparent; box-sizing: inherit; color: royalblue; text-decoration-line: none; transition: all 0.1s ease-in-out 0s;"><img alt="still life photography water and oil" class="alignnone size-full wp-image-27097" height="530" sizes="(max-width: 800px) 100vw, 800px" src="https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-21.jpg" srcset="https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-21.jpg 800w, https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-21-300x199.jpg 300w, https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-21-768x509.jpg 768w" style="border-style: none; box-sizing: inherit; height: auto; margin-bottom: 20px; max-width: 100%;" width="800" /></a></div>
<div style="box-sizing: inherit; color: #666666; font-family: Raleway, sans-serif; font-size: 16px; margin-bottom: 26px; padding: 0px;">
Laurens Kaldeway — Verdant<br />
<a href="https://www.flickr.com/photos/lkaldeway/14653802559/" rel="attachment wp-att-27098" style="background-color: transparent; box-sizing: inherit; color: royalblue; text-decoration-line: none; transition: all 0.1s ease-in-out 0s;"><img alt="still life photography green pencils under water" class="alignnone size-full wp-image-27098" height="530" sizes="(max-width: 800px) 100vw, 800px" src="https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-22.jpg" srcset="https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-22.jpg 800w, https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-22-300x199.jpg 300w, https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-22-768x509.jpg 768w" style="border-style: none; box-sizing: inherit; height: auto; margin-bottom: 20px; max-width: 100%;" width="800" /></a></div>
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^ Missi ^ — Shell 1<br />
<a href="https://www.flickr.com/photos/15481483@N06/25158482636/" rel="attachment wp-att-27099" style="background-color: transparent; box-sizing: inherit; color: royalblue; text-decoration-line: none; transition: all 0.1s ease-in-out 0s;"><img alt="still life photography shell" class="alignnone size-full wp-image-27099" height="1000" sizes="(max-width: 800px) 100vw, 800px" src="https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-23.jpg" srcset="https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-23.jpg 800w, https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-23-240x300.jpg 240w, https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-23-768x960.jpg 768w" style="border-style: none; box-sizing: inherit; height: auto; margin-bottom: 20px; max-width: 100%;" width="800" /></a></div>
<div style="box-sizing: inherit; color: #666666; font-family: Raleway, sans-serif; font-size: 16px; margin-bottom: 26px; padding: 0px;">
Raymond’s Glass Eye — Garden Fresh<br />
<a href="https://www.flickr.com/photos/raymondp1138/17620075013/" rel="attachment wp-att-27100" style="background-color: transparent; box-sizing: inherit; color: royalblue; text-decoration-line: none; transition: all 0.1s ease-in-out 0s;"><img alt="still life photography three carrots" class="alignnone size-full wp-image-27100" height="534" sizes="(max-width: 800px) 100vw, 800px" src="https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-24.jpg" srcset="https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-24.jpg 800w, https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-24-300x200.jpg 300w, https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-24-768x513.jpg 768w" style="border-style: none; box-sizing: inherit; height: auto; margin-bottom: 20px; max-width: 100%;" width="800" /></a></div>
<div style="box-sizing: inherit; color: #666666; font-family: Raleway, sans-serif; font-size: 16px; margin-bottom: 26px; padding: 0px;">
Laurens Kaldeway — Trio<br />
<a href="https://www.flickr.com/photos/lkaldeway/15383841145/" rel="attachment wp-att-27101" style="background-color: transparent; box-sizing: inherit; color: royalblue; text-decoration-line: none; transition: all 0.1s ease-in-out 0s;"><img alt="still life photography lenses on sheet music" class="alignnone size-full wp-image-27101" height="450" sizes="(max-width: 800px) 100vw, 800px" src="https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-25.jpg" srcset="https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-25.jpg 800w, https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-25-300x169.jpg 300w, https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-25-768x432.jpg 768w" style="border-style: none; box-sizing: inherit; height: auto; margin-bottom: 20px; max-width: 100%;" width="800" /></a></div>
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Laurens Kaldeway — Cup of Beans<br />
<a href="https://www.flickr.com/photos/lkaldeway/12998516313/" rel="attachment wp-att-27102" style="background-color: transparent; box-sizing: inherit; color: royalblue; text-decoration-line: none; transition: all 0.1s ease-in-out 0s;"><img alt="still life photography jelly beans" class="alignnone size-full wp-image-27102" height="530" sizes="(max-width: 800px) 100vw, 800px" src="https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-26.jpg" srcset="https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-26.jpg 800w, https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-26-300x199.jpg 300w, https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-26-768x509.jpg 768w" style="border-style: none; box-sizing: inherit; height: auto; margin-bottom: 20px; max-width: 100%;" width="800" /></a></div>
<div style="box-sizing: inherit; color: #666666; font-family: Raleway, sans-serif; font-size: 16px; margin-bottom: 26px; padding: 0px;">
Laurens Kaldeway — Green Beans<br />
<a href="https://www.flickr.com/photos/lkaldeway/13360111245/" rel="attachment wp-att-27103" style="background-color: transparent; box-sizing: inherit; color: royalblue; text-decoration-line: none; transition: all 0.1s ease-in-out 0s;"><img alt="still life photography green jelly beans" class="alignnone size-full wp-image-27103" height="530" sizes="(max-width: 800px) 100vw, 800px" src="https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-27.jpg" srcset="https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-27.jpg 800w, https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-27-300x199.jpg 300w, https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-27-768x509.jpg 768w" style="border-style: none; box-sizing: inherit; height: auto; margin-bottom: 20px; max-width: 100%;" width="800" /></a></div>
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ruben alexander — ”Man shall not live by bread alone,….<br />
<a href="https://www.flickr.com/photos/the-wanderers-eye/5234742186/" rel="attachment wp-att-27104" style="background-color: transparent; box-sizing: inherit; color: royalblue; text-decoration-line: none; transition: all 0.1s ease-in-out 0s;"><img alt="still life photography fork and spoon" class="alignnone size-full wp-image-27104" height="613" sizes="(max-width: 800px) 100vw, 800px" src="https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-28.jpg" srcset="https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-28.jpg 800w, https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-28-300x230.jpg 300w, https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-28-768x588.jpg 768w" style="border-style: none; box-sizing: inherit; height: auto; margin-bottom: 20px; max-width: 100%;" width="800" /></a></div>
<div style="box-sizing: inherit; color: #666666; font-family: Raleway, sans-serif; font-size: 16px; margin-bottom: 26px; padding: 0px;">
Laurens Kaldeway — Coloured Pencils (ii)<br />
<a href="https://www.flickr.com/photos/lkaldeway/11916246343/" rel="attachment wp-att-27105" style="background-color: transparent; box-sizing: inherit; color: royalblue; text-decoration-line: none; transition: all 0.1s ease-in-out 0s;"><img alt="still life photography colored pencils" class="alignnone size-full wp-image-27105" height="530" sizes="(max-width: 800px) 100vw, 800px" src="https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-29.jpg" srcset="https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-29.jpg 800w, https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-29-300x199.jpg 300w, https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-29-768x509.jpg 768w" style="border-style: none; box-sizing: inherit; height: auto; margin-bottom: 20px; max-width: 100%;" width="800" /></a></div>
<div style="box-sizing: inherit; color: #666666; font-family: Raleway, sans-serif; font-size: 16px; margin-bottom: 26px; padding: 0px;">
ruben alexander — When People Throw Lemons at You, Make Lemonade!<br />
<a href="https://www.flickr.com/photos/the-wanderers-eye/9428330076/" rel="attachment wp-att-27106" style="background-color: transparent; box-sizing: inherit; color: royalblue; text-decoration-line: none; transition: all 0.1s ease-in-out 0s;"><img alt="still life photography lemons" class="alignnone size-full wp-image-27106" height="545" sizes="(max-width: 800px) 100vw, 800px" src="https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-30.jpg" srcset="https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-30.jpg 800w, https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-30-300x204.jpg 300w, https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-30-768x523.jpg 768w" style="border-style: none; box-sizing: inherit; height: auto; margin-bottom: 20px; max-width: 100%;" width="800" /></a></div>
<div style="box-sizing: inherit; color: #666666; font-family: Raleway, sans-serif; font-size: 16px; margin-bottom: 26px; padding: 0px;">
James Drury — still life<br />
<a href="https://www.flickr.com/photos/james_drury/17078105308/" rel="attachment wp-att-27107" style="background-color: transparent; box-sizing: inherit; color: royalblue; text-decoration-line: none; transition: all 0.1s ease-in-out 0s;"><img alt="still life photography mannequin" class="alignnone size-full wp-image-27107" height="534" sizes="(max-width: 800px) 100vw, 800px" src="https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-31.jpg" srcset="https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-31.jpg 800w, https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-31-300x200.jpg 300w, https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-31-768x513.jpg 768w" style="border-style: none; box-sizing: inherit; height: auto; margin-bottom: 20px; max-width: 100%;" width="800" /></a></div>
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Jeremy Lusk — The Leica<br />
<a href="https://www.flickr.com/photos/jerinthebox/4393365941/" rel="attachment wp-att-27108" style="background-color: transparent; box-sizing: inherit; color: royalblue; text-decoration-line: none; transition: all 0.1s ease-in-out 0s;"><img alt="still life photography camera" class="alignnone size-full wp-image-27108" height="640" sizes="(max-width: 800px) 100vw, 800px" src="https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-32.jpg" srcset="https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-32.jpg 800w, https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-32-300x240.jpg 300w, https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-32-768x614.jpg 768w" style="border-style: none; box-sizing: inherit; height: auto; margin-bottom: 20px; max-width: 100%;" width="800" /></a></div>
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Alessandro Baffa — Morning Rituals<br />
<a href="https://www.flickr.com/photos/alebaffa/8596334940/" rel="attachment wp-att-27109" style="background-color: transparent; box-sizing: inherit; color: royalblue; text-decoration-line: none; transition: all 0.1s ease-in-out 0s;"><img alt="still life photography shaving equipment" class="alignnone size-full wp-image-27109" height="530" sizes="(max-width: 800px) 100vw, 800px" src="https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-33.jpg" srcset="https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-33.jpg 800w, https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-33-300x199.jpg 300w, https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-33-768x509.jpg 768w" style="border-style: none; box-sizing: inherit; height: auto; margin-bottom: 20px; max-width: 100%;" width="800" /></a></div>
<div style="box-sizing: inherit; color: #666666; font-family: Raleway, sans-serif; font-size: 16px; margin-bottom: 26px; padding: 0px;">
Ben Roffelsen — Urban Still Life (Cold Alley)<br />
<a href="https://www.flickr.com/photos/benroffelsen/11813607436/" rel="attachment wp-att-27112" style="background-color: transparent; box-sizing: inherit; color: royalblue; text-decoration-line: none; transition: all 0.1s ease-in-out 0s;"><img alt="still life photography urban scene" class="alignnone size-full wp-image-27112" height="534" sizes="(max-width: 800px) 100vw, 800px" src="https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-34-1.jpg" srcset="https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-34-1.jpg 800w, https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-34-1-300x200.jpg 300w, https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-34-1-768x513.jpg 768w" style="border-style: none; box-sizing: inherit; height: auto; margin-bottom: 20px; max-width: 100%;" width="800" /></a></div>
<div style="box-sizing: inherit; color: #666666; font-family: Raleway, sans-serif; font-size: 16px; margin-bottom: 26px; padding: 0px;">
Alex Greenshpun — Dancing in the Rain<br />
<a href="https://www.flickr.com/photos/noornalini/11517724536/" rel="attachment wp-att-27111" style="background-color: transparent; box-sizing: inherit; color: black; outline: rgb(204, 204, 204) solid 0px; text-decoration-line: none; transition: all 0.1s ease-in-out 0s;"><img alt="still life photography dandelion seeds" class="alignnone size-full wp-image-27111" height="533" sizes="(max-width: 800px) 100vw, 800px" src="https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-35.jpg" srcset="https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-35.jpg 800w, https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-35-300x200.jpg 300w, https://n7tpw52zdt-flywheel.netdna-ssl.com/wp-content/uploads/2013/12/still-life-35-768x512.jpg 768w" style="border-style: none; box-sizing: inherit; height: auto; margin-bottom: 20px; max-width: 100%;" width="800" /></a></div>
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another work of <b>tim kok</b></div>
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<span style="color: #666666; font-family: "raleway" , sans-serif;"><b>https://www.thephotoargus.com/author/tim-kok/</b></span></div>
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Sita Rahmahhttp://www.blogger.com/profile/12298002931395331640noreply@blogger.com0tag:blogger.com,1999:blog-3218641716941214747.post-6048181275511244732018-10-22T10:58:00.001-07:002018-10-22T10:58:47.589-07:00 How to Reverse-Engineer a Photo<div dir="ltr" style="text-align: left;" trbidi="on">
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A Post By: <a href="https://digital-photography-school.com/author/rowansims/" style="box-sizing: inherit; color: #9cb700; font-weight: 700; text-decoration-line: none; transition: color 0.1s linear 0s;">Rowan Sims</a></div>
<a aria-hidden="true" class="invisible" href="https://digital-photography-school.com/reverse-engineer-a-photo/#" id="sharethis-handler" style="box-sizing: inherit; color: #9cb700; font-family: "Open Sans", sans-serif; font-size: 16px; text-decoration-line: none; transition: color 0.1s linear 0s;"></a><span style="background-color: white; color: #222222; font-family: "Open Sans", sans-serif; font-size: 16px;"></span><section class="content" style="box-sizing: inherit; color: #222222; font-family: "Open Sans", sans-serif; font-size: 16px; overflow: hidden;"><div style="box-sizing: inherit; font-size: 1.125rem; line-height: 1.8; margin-bottom: 0.75em;">
Although it sounds like a highly technical term, ‘reverse engineering’ is something you’ve done many times. Any time you’ve asked questions like “What camera did you take that with?”, “What settings did you use?” or “Where was this taken?”, you’ve been trying to reverse engineer a photograph.</div>
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<img alt="lake how to reverse engineer photos" class="alignnone size-full wp-image-154353 jetpack-lazy-image--handled" data-lazy-loaded="1" data-recalc-dims="1" height="1000" sizes="(max-width: 1000px) 100vw, 1000px" src="https://i2.wp.com/digital-photography-school.com/wp-content/uploads/2018/09/reverse-engineering-photos-dps-3.jpg?resize=1500%2C1000&ssl=1" srcset="https://i2.wp.com/digital-photography-school.com/wp-content/uploads/2018/09/reverse-engineering-photos-dps-3.jpg?w=1500&ssl=1 1500w, https://i2.wp.com/digital-photography-school.com/wp-content/uploads/2018/09/reverse-engineering-photos-dps-3.jpg?resize=300%2C200&ssl=1 300w, https://i2.wp.com/digital-photography-school.com/wp-content/uploads/2018/09/reverse-engineering-photos-dps-3.jpg?resize=768%2C512&ssl=1 768w, https://i2.wp.com/digital-photography-school.com/wp-content/uploads/2018/09/reverse-engineering-photos-dps-3.jpg?resize=600%2C400&ssl=1 600w, https://i2.wp.com/digital-photography-school.com/wp-content/uploads/2018/09/reverse-engineering-photos-dps-3.jpg?resize=90%2C60&ssl=1 90w, https://i2.wp.com/digital-photography-school.com/wp-content/uploads/2018/09/reverse-engineering-photos-dps-3.jpg?resize=717%2C478&ssl=1 717w" style="border-style: none; box-sizing: inherit; height: auto; margin: 0px; max-width: 100%;" width="1500" /></div>
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We’ve all looked at a photo and tried to figure out how it was created. I do it every day. Whether you’re conscious of it or not, when you see a photo you admire you try to analyze it. You’re asking, “How do I take photos like that?”</div>
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The truth is, if you ask the photographer about their camera or settings you’re asking the wrong questions. By all means, ask questions. After all, that’s how we learn. But you can also learn a lot from studying an image – <em style="box-sizing: inherit;">if</em> you know what to look for. When you can visually deconstruct an image, you’re one stop closer to being able to create something similar.</div>
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This isn’t a lesson in plagiarism. It’s simply a way to learn from other photographers whose work you admire. No successful artist would be where they are today without learning from the works of others they look up to.</div>
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Light and Shadow</h2>
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The most important photographic lesson I ever learned is that <a href="https://digital-photography-school.com/landscape-photography-about-light/" style="box-sizing: inherit; color: #9cb700; text-decoration-line: none; transition: color 0.1s linear 0s;">it’s all about the light</a>. Reverse-engineering photos is no different. Analyzing the light in an image is the simplest and most effective way to learn how a photo was made.</div>
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When you look at the image, ask yourself a few questions.</div>
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<li style="background-attachment: initial; background-clip: initial; background-image: url("list-bullet.png"); background-origin: initial; background-position: 11px 7px; background-repeat: no-repeat; background-size: 9px 9px; box-sizing: inherit; margin-bottom: 13.3333px; padding-left: 30px;">Which direction is the light coming from?</li>
<li style="background-attachment: initial; background-clip: initial; background-image: url("list-bullet.png"); background-origin: initial; background-position: 11px 7px; background-repeat: no-repeat; background-size: 9px 9px; box-sizing: inherit; margin-bottom: 13.3333px; padding-left: 30px;">Is there more than one light source?</li>
<li style="background-attachment: initial; background-clip: initial; background-image: url("list-bullet.png"); background-origin: initial; background-position: 11px 7px; background-repeat: no-repeat; background-size: 9px 9px; box-sizing: inherit; margin-bottom: 13.3333px; padding-left: 30px;">Is the light hard or soft?</li>
<li style="background-attachment: initial; background-clip: initial; background-image: url("list-bullet.png"); background-origin: initial; background-position: 11px 7px; background-repeat: no-repeat; background-size: 9px 9px; box-sizing: inherit; margin-bottom: 13.3333px; padding-left: 30px;">Is there reflected light in the photo?</li>
<li style="background-attachment: initial; background-clip: initial; background-image: url("list-bullet.png"); background-origin: initial; background-position: 11px 7px; background-repeat: no-repeat; background-size: 9px 9px; box-sizing: inherit; margin-bottom: 13.3333px; padding-left: 30px;">What about the color temperature? Is it warm or cool?</li>
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Sometimes the answers will be obvious. Sometimes they’ll be impossible to answer. But the more often you ask them, the better you’ll get at answering them.</div>
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If you’re looking at a landscape photo, you can almost always assume there’s only one light source – the sun. But that doesn’t mean you can’t deconstruct the light. The direction, hardness and temperature of the light will tell you a lot about the conditions the photo was taken in. Even though <a href="https://digital-photography-school.com/improve-landscape-photography-understanding-portrait-lighting/" style="box-sizing: inherit; color: #9cb700; text-decoration-line: none; transition: color 0.1s linear 0s;">beautiful landscape lighting</a> isn’t as technical as portrait or product lighting, you can still learn a lot from analyzing it.</div>
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<img alt="aerial how to reverse engineer photos" class="wp-image-154357 size-full jetpack-lazy-image--handled" data-lazy-loaded="1" data-recalc-dims="1" height="1124" sizes="(max-width: 1000px) 100vw, 1000px" src="https://i1.wp.com/digital-photography-school.com/wp-content/uploads/2018/09/reverse-engineering-photos-dps-7.jpg?resize=1500%2C1124&ssl=1" srcset="https://i1.wp.com/digital-photography-school.com/wp-content/uploads/2018/09/reverse-engineering-photos-dps-7.jpg?w=1500&ssl=1 1500w, https://i1.wp.com/digital-photography-school.com/wp-content/uploads/2018/09/reverse-engineering-photos-dps-7.jpg?resize=300%2C225&ssl=1 300w, https://i1.wp.com/digital-photography-school.com/wp-content/uploads/2018/09/reverse-engineering-photos-dps-7.jpg?resize=768%2C575&ssl=1 768w, https://i1.wp.com/digital-photography-school.com/wp-content/uploads/2018/09/reverse-engineering-photos-dps-7.jpg?resize=600%2C450&ssl=1 600w, https://i1.wp.com/digital-photography-school.com/wp-content/uploads/2018/09/reverse-engineering-photos-dps-7.jpg?resize=717%2C537&ssl=1 717w" style="border-style: none; box-sizing: inherit; display: block; height: auto; margin: auto; max-width: 100%;" width="1500" /><div class="wp-caption-text" style="box-sizing: inherit; color: white; font-size: 1.125rem; line-height: 1.8; padding: 10px 25px;">
The sun striking this landscape, along with the warm light on the right side of the image, clearly show where the light is coming from.</div>
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If you’re reverse-engineering a portrait, it’s more likely to have more than one light source, as well as reflected light. When a photographer starts balancing multiple light sources, reverse-engineering a photo can become more difficult. But there are still ways to analyze the light if you know what to look for.</div>
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Start by asking yourself, “Where are the shadows?” It may seem a little backwards, but one of the best ways to analyze light is <span style="box-sizing: inherit; font-family: -apple-system, BlinkMacSystemFont, "Segoe UI", Roboto, Oxygen-Sans, Ubuntu, Cantarell, "Helvetica Neue", sans-serif;">to</span><span style="box-sizing: inherit; font-family: -apple-system, BlinkMacSystemFont, "Segoe UI", Roboto, Oxygen-Sans, Ubuntu, Cantarell, "Helvetica Neue", sans-serif;"> look at the darker parts of the image. Where is there no light? Do you see any hard shadows? Are there areas where you can see the light dropping off gradually? Studying the shadows will tell you about the direction of the light as well as </span><a href="https://digital-photography-school.com/how-to-create-and-use-hard-and-soft-light-in-a-studio-setting/" style="box-sizing: inherit; color: #9cb700; font-family: -apple-system, BlinkMacSystemFont, "Segoe UI", Roboto, Oxygen-Sans, Ubuntu, Cantarell, "Helvetica Neue", sans-serif; text-decoration-line: none; transition: color 0.1s linear 0s;">how large it is relative to the subject</a><span style="box-sizing: inherit; font-family: -apple-system, BlinkMacSystemFont, "Segoe UI", Roboto, Oxygen-Sans, Ubuntu, Cantarell, "Helvetica Neue", sans-serif;">.</span></div>
<div class="wp-caption alignnone" id="attachment_154354" style="background: rgb(42, 42, 42); box-sizing: inherit; height: auto; margin: 10px auto !important; max-width: 100%; padding: 5px; width: 1510px;">
<img alt="bear how to reverse engineer photos" class="wp-image-154354 size-full jetpack-lazy-image--handled" data-lazy-loaded="1" data-recalc-dims="1" height="1000" sizes="(max-width: 1000px) 100vw, 1000px" src="https://i2.wp.com/digital-photography-school.com/wp-content/uploads/2018/09/reverse-engineering-photos-dps-4.jpg?resize=1500%2C1000&ssl=1" srcset="https://i2.wp.com/digital-photography-school.com/wp-content/uploads/2018/09/reverse-engineering-photos-dps-4.jpg?w=1500&ssl=1 1500w, https://i2.wp.com/digital-photography-school.com/wp-content/uploads/2018/09/reverse-engineering-photos-dps-4.jpg?resize=300%2C200&ssl=1 300w, https://i2.wp.com/digital-photography-school.com/wp-content/uploads/2018/09/reverse-engineering-photos-dps-4.jpg?resize=768%2C512&ssl=1 768w, https://i2.wp.com/digital-photography-school.com/wp-content/uploads/2018/09/reverse-engineering-photos-dps-4.jpg?resize=600%2C400&ssl=1 600w, https://i2.wp.com/digital-photography-school.com/wp-content/uploads/2018/09/reverse-engineering-photos-dps-4.jpg?resize=90%2C60&ssl=1 90w, https://i2.wp.com/digital-photography-school.com/wp-content/uploads/2018/09/reverse-engineering-photos-dps-4.jpg?resize=717%2C478&ssl=1 717w" style="border-style: none; box-sizing: inherit; display: block; height: auto; margin: auto; max-width: 100%;" width="1500" /><div class="wp-caption-text" style="box-sizing: inherit; color: white; font-size: 1.125rem; line-height: 1.8; padding: 10px 25px;">
The illuminated fur around the outside of the bear show that this image was backlit. And its shadow on the ground shows the exact direction the light was coming from.</div>
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Interpreting a photograph’s light becomes more difficult as the lighting gets more complex. As more light sources or reflectors are added, the shadows become less obvious. If the shadows are very light or non-existent, it likely means either the light is very diffuse and bouncing all over the place, or there are multiple light sources.</div>
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If you’re lucky, you can sometimes see exactly what light source was used by looking for reflections. Look at the eyes, glasses, windows, water surfaces, and anything that reflects light. Sometimes you can see a perfect reflection of the light source, but at the very least you’ll be able to see its direction.</div>
<div class="wp-caption alignnone" id="attachment_154352" style="background: rgb(42, 42, 42); box-sizing: inherit; height: auto; margin: 10px auto !important; max-width: 100%; padding: 5px; width: 1510px;">
<img alt="cabin how to reverse engineer photos" class="wp-image-154352 size-full jetpack-lazy-image--handled" data-lazy-loaded="1" data-recalc-dims="1" height="1000" sizes="(max-width: 1000px) 100vw, 1000px" src="https://i1.wp.com/digital-photography-school.com/wp-content/uploads/2018/09/reverse-engineering-photos-dps-2.jpg?resize=1500%2C1000&ssl=1" srcset="https://i1.wp.com/digital-photography-school.com/wp-content/uploads/2018/09/reverse-engineering-photos-dps-2.jpg?w=1500&ssl=1 1500w, https://i1.wp.com/digital-photography-school.com/wp-content/uploads/2018/09/reverse-engineering-photos-dps-2.jpg?resize=300%2C200&ssl=1 300w, https://i1.wp.com/digital-photography-school.com/wp-content/uploads/2018/09/reverse-engineering-photos-dps-2.jpg?resize=768%2C512&ssl=1 768w, https://i1.wp.com/digital-photography-school.com/wp-content/uploads/2018/09/reverse-engineering-photos-dps-2.jpg?resize=600%2C400&ssl=1 600w, https://i1.wp.com/digital-photography-school.com/wp-content/uploads/2018/09/reverse-engineering-photos-dps-2.jpg?resize=90%2C60&ssl=1 90w, https://i1.wp.com/digital-photography-school.com/wp-content/uploads/2018/09/reverse-engineering-photos-dps-2.jpg?resize=717%2C478&ssl=1 717w" style="border-style: none; box-sizing: inherit; display: block; height: auto; margin: auto; max-width: 100%;" width="1500" /><div class="wp-caption-text" style="box-sizing: inherit; color: white; font-size: 1.125rem; line-height: 1.8; padding: 10px 25px;">
The soft light on the subject, combined with the reflection in her glasses, show the window as the light source. The very dark shadows tell us there are no other light sources.</div>
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Gear and Settings</h2>
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In many cases, you don’t need to ask what equipment or settings were used to create a photo. With practice, you can learn to guesstimate the technical details such as focal length, aperture and shutter speed.</div>
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Figuring out what focal length was used isn’t too difficult once you know how focal length affects a photo. As a general rule, the shorter the focal length (wider angle), the more <a href="https://digital-photography-school.com/rediscovering-wide-angle-focal-lengths/" style="box-sizing: inherit; color: #9cb700; text-decoration-line: none; transition: color 0.1s linear 0s;">distortion</a> you’ll see and the more of a scene will fit in the frame. As the focal length gets longer (normal or telephoto), you’ll see more <a href="https://digital-photography-school.com/how-to-use-focal-length-and-background-compression-to-enhance-your-photos/" style="box-sizing: inherit; color: #9cb700; text-decoration-line: none; transition: color 0.1s linear 0s;">compression</a> in the image and less of the scene in the frame.</div>
<div class="wp-caption alignnone" id="attachment_154355" style="background: rgb(42, 42, 42); box-sizing: inherit; height: auto; margin: 10px auto !important; max-width: 100%; padding: 5px; width: 1010px;">
<img alt="car how to reverse engineer photos" class="wp-image-154355 size-full jetpack-lazy-image--handled" data-lazy-loaded="1" data-recalc-dims="1" height="1500" sizes="(max-width: 1000px) 100vw, 1000px" src="https://i2.wp.com/digital-photography-school.com/wp-content/uploads/2018/09/reverse-engineering-photos-dps-5.jpg?resize=1000%2C1500&ssl=1" srcset="https://i2.wp.com/digital-photography-school.com/wp-content/uploads/2018/09/reverse-engineering-photos-dps-5.jpg?w=1000&ssl=1 1000w, https://i2.wp.com/digital-photography-school.com/wp-content/uploads/2018/09/reverse-engineering-photos-dps-5.jpg?resize=200%2C300&ssl=1 200w, https://i2.wp.com/digital-photography-school.com/wp-content/uploads/2018/09/reverse-engineering-photos-dps-5.jpg?resize=768%2C1152&ssl=1 768w, https://i2.wp.com/digital-photography-school.com/wp-content/uploads/2018/09/reverse-engineering-photos-dps-5.jpg?resize=400%2C600&ssl=1 400w, https://i2.wp.com/digital-photography-school.com/wp-content/uploads/2018/09/reverse-engineering-photos-dps-5.jpg?resize=717%2C1076&ssl=1 717w" style="border-style: none; box-sizing: inherit; display: block; height: auto; margin: auto; max-width: 100%;" width="1000" /><div class="wp-caption-text" style="box-sizing: inherit; color: white; font-size: 1.125rem; line-height: 1.8; padding: 10px 25px;">
Only a very wide-angle lens can capture everything in a scene like this from the ground to the sky. The lens distortion makes closer objects like this car look much bigger.</div>
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While this won’t tell you the exact focal length used, it will give you a ballpark figure. With practice, you’ll be able to tell if a photo was taken with a wide-angle (<35mm), normal (35-85mm) or telephoto (>85mm) lens. The exact number doesn’t matter. What <em style="box-sizing: inherit;">does</em> matter is getting a rough idea where your focal length needs to be to create the same look.</div>
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As with focal length, you can figure out roughly what aperture was used by understanding how it affects an image. As the lens aperture opens and closes, the <a href="https://digital-photography-school.com/understand-depth-of-field-to-avoid-blurry-photos/" style="box-sizing: inherit; color: #9cb700; text-decoration-line: none; transition: color 0.1s linear 0s;">depth-of-field</a> (DOF) of the image changes. The wider the aperture (smaller f-number), the narrower the DOF.</div>
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Again, the exact number doesn’t matter. What matters is understanding how aperture affects DOF and how to interpret the DOF of a photo. If the image is sharp and in focus from the foreground right through to the background, a smaller aperture (f/11-22) has probably been used. If everything but the subject is soft and out of focus, a larger aperture (f/1.4-5.6) has probably been used. If the DOF is somewhere in between, the aperture is probably around f5.6-11.</div>
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Finally, these principles can also be applied to shutter speed. You probably know that shutter speed affects the way movement appears in an image. If objects you would expect to see moving are frozen still, you know a faster shutter speed was used. If there’s some motion blur in the image, you know the shutter speed was slower.</div>
<div class="wp-caption alignnone" id="attachment_154359" style="background: rgb(42, 42, 42); box-sizing: inherit; height: auto; margin: 10px auto !important; max-width: 100%; padding: 5px; width: 1510px;">
<img alt="bay how to reverse engineer photos" class="wp-image-154359 size-full jetpack-lazy-image--handled" data-lazy-loaded="1" data-recalc-dims="1" height="1000" sizes="(max-width: 1000px) 100vw, 1000px" src="https://i0.wp.com/digital-photography-school.com/wp-content/uploads/2018/09/reverse-engineering-photos-dps-9.jpg?resize=1500%2C1000&ssl=1" srcset="https://i0.wp.com/digital-photography-school.com/wp-content/uploads/2018/09/reverse-engineering-photos-dps-9.jpg?w=1500&ssl=1 1500w, https://i0.wp.com/digital-photography-school.com/wp-content/uploads/2018/09/reverse-engineering-photos-dps-9.jpg?resize=300%2C200&ssl=1 300w, https://i0.wp.com/digital-photography-school.com/wp-content/uploads/2018/09/reverse-engineering-photos-dps-9.jpg?resize=768%2C512&ssl=1 768w, https://i0.wp.com/digital-photography-school.com/wp-content/uploads/2018/09/reverse-engineering-photos-dps-9.jpg?resize=600%2C400&ssl=1 600w, https://i0.wp.com/digital-photography-school.com/wp-content/uploads/2018/09/reverse-engineering-photos-dps-9.jpg?resize=90%2C60&ssl=1 90w, https://i0.wp.com/digital-photography-school.com/wp-content/uploads/2018/09/reverse-engineering-photos-dps-9.jpg?resize=717%2C478&ssl=1 717w" style="border-style: none; box-sizing: inherit; display: block; height: auto; margin: auto; max-width: 100%;" width="1500" /><div class="wp-caption-text" style="box-sizing: inherit; color: white; font-size: 1.125rem; line-height: 1.8; padding: 10px 25px;">
You can see that a longer shutter speed has been used here to create the milky water effect, common with long-exposure photography.</div>
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With a landscape photo, any time you see silky-smooth water or clouds common with long exposures you know it has a shutter speed of at least a few seconds. If you’re seeing some movement, it’s more likely to be less than one second. To freeze movement, you’d expect shutter speeds of at least 1/100th of a second.</div>
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<img alt="rocks how to reverse engineer photos" class="wp-image-154358 size-full jetpack-lazy-image--handled" data-lazy-loaded="1" data-recalc-dims="1" height="1500" sizes="(max-width: 1000px) 100vw, 1000px" src="https://i0.wp.com/digital-photography-school.com/wp-content/uploads/2018/09/reverse-engineering-photos-dps-8.jpg?resize=1000%2C1500&ssl=1" srcset="https://i0.wp.com/digital-photography-school.com/wp-content/uploads/2018/09/reverse-engineering-photos-dps-8.jpg?w=1000&ssl=1 1000w, https://i0.wp.com/digital-photography-school.com/wp-content/uploads/2018/09/reverse-engineering-photos-dps-8.jpg?resize=200%2C300&ssl=1 200w, https://i0.wp.com/digital-photography-school.com/wp-content/uploads/2018/09/reverse-engineering-photos-dps-8.jpg?resize=768%2C1152&ssl=1 768w, https://i0.wp.com/digital-photography-school.com/wp-content/uploads/2018/09/reverse-engineering-photos-dps-8.jpg?resize=400%2C600&ssl=1 400w, https://i0.wp.com/digital-photography-school.com/wp-content/uploads/2018/09/reverse-engineering-photos-dps-8.jpg?resize=717%2C1076&ssl=1 717w" style="border-style: none; box-sizing: inherit; display: block; height: auto; margin: auto; max-width: 100%;" width="1000" /><div class="wp-caption-text" style="box-sizing: inherit; color: white; font-size: 1.125rem; line-height: 1.8; padding: 10px 25px;">
Very short shutter speeds are required to capture moving water, as in this seascape photo.</div>
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If the photo doesn’t include any moving objects, it’s much more difficult to figure out the shutter speed used. But if there’s no movement then shutter speed doesn’t really matter. It just needs to be fast enough to avoid any blur caused by camera movement to ensure a sharp image.</div>
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Post-Processing</h2>
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Reverse-engineering the post-production that’s been applied to an image is the trickiest part. There’s almost no limit to what can be done in Photoshop today, which makes it difficult to figure out how a photo has been processed.</div>
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You can get a rough idea of how much post-processing has been applied by looking at the photo. Does it look realistic? Do the colors and tones appear the way you’d expect in real life? Is the whole image well exposed from the darkest shadows to the brightest highlights? Are the light and shadows consistent across the image as you’d expect? Do the people look real, or impossibly perfect?</div>
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Asking these kinds of questions will help you know what to look for. It’s easy to look at the image as a whole and get frustrated trying to analyze it. As you break it down and look at the individual details of a photo, it becomes easier to see the edits that have been applied.</div>
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I’ll admit this isn’t exactly my strong suit, being colorblind. Picking out the color grading or effects that have been applied is never easy for me. But with practice I’ve become much better. And if I can do it, so can you.</div>
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<img alt="london how to reverse engineer photos" class="wp-image-154356 size-full jetpack-lazy-image--handled" data-lazy-loaded="1" data-recalc-dims="1" height="1000" sizes="(max-width: 1000px) 100vw, 1000px" src="https://i2.wp.com/digital-photography-school.com/wp-content/uploads/2018/09/reverse-engineering-photos-dps-6.jpg?resize=1500%2C1000&ssl=1" srcset="https://i2.wp.com/digital-photography-school.com/wp-content/uploads/2018/09/reverse-engineering-photos-dps-6.jpg?w=1500&ssl=1 1500w, https://i2.wp.com/digital-photography-school.com/wp-content/uploads/2018/09/reverse-engineering-photos-dps-6.jpg?resize=300%2C200&ssl=1 300w, https://i2.wp.com/digital-photography-school.com/wp-content/uploads/2018/09/reverse-engineering-photos-dps-6.jpg?resize=768%2C512&ssl=1 768w, https://i2.wp.com/digital-photography-school.com/wp-content/uploads/2018/09/reverse-engineering-photos-dps-6.jpg?resize=600%2C400&ssl=1 600w, https://i2.wp.com/digital-photography-school.com/wp-content/uploads/2018/09/reverse-engineering-photos-dps-6.jpg?resize=90%2C60&ssl=1 90w, https://i2.wp.com/digital-photography-school.com/wp-content/uploads/2018/09/reverse-engineering-photos-dps-6.jpg?resize=717%2C478&ssl=1 717w" style="border-style: none; box-sizing: inherit; display: block; height: auto; margin: auto; max-width: 100%;" width="1500" /><div class="wp-caption-text" style="box-sizing: inherit; color: white; font-size: 1.125rem; line-height: 1.8; padding: 10px 25px;">
You can see by looking at the church that extra warmth has been added in post-production to emphasize the warm late afternoon sun.</div>
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Keep in mind that photographers and retouchers that are highly skilled in Photoshop, are very good at making their images look natural and unedited. Just because an image looks real doesn’t mean it is. A photo that’s been edited by a Photoshop ninja will be very difficult to reverse-engineer.</div>
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Exif Data</h2>
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When all else fails, and you desperately want to know the settings used to take a photo, you may be able to access the image’s <a href="https://digital-photography-school.com/using-exif-data/" style="box-sizing: inherit; color: #9cb700; text-decoration-line: none; transition: color 0.1s linear 0s;">exif data</a>. When a digital photograph is created, a bunch of data is embedded into the file. This includes focal length, shutter speed, aperture, camera model, and often a bunch of other information.</div>
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A photo’s exif data is often stripped out by the photographer or the website it’s uploaded to. But if it hasn’t been stripped, you can easily access the data by either:</div>
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<li style="background-attachment: initial; background-clip: initial; background-image: url("list-bullet.png"); background-origin: initial; background-position: 11px 7px; background-repeat: no-repeat; background-size: 9px 9px; box-sizing: inherit; margin-bottom: 13.3333px; padding-left: 30px;">downloading the image and reading the data on your computer</li>
<li style="background-attachment: initial; background-clip: initial; background-image: url("list-bullet.png"); background-origin: initial; background-position: 11px 7px; background-repeat: no-repeat; background-size: 9px 9px; box-sizing: inherit; margin-bottom: 13.3333px; padding-left: 30px;">using one of the many websites that will analyze a photo’s exif data for you.</li>
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Some websites, such as exifdata.com, can even analyze a photo from the image’s URL.</div>
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<img alt="cuba how to reverse engineer photos" class="wp-image-154351 size-full jetpack-lazy-image--handled" data-lazy-loaded="1" data-recalc-dims="1" height="1500" sizes="(max-width: 1000px) 100vw, 1000px" src="https://i2.wp.com/digital-photography-school.com/wp-content/uploads/2018/09/reverse-engineering-photos-dps-1.jpg?resize=1125%2C1500&ssl=1" srcset="https://i2.wp.com/digital-photography-school.com/wp-content/uploads/2018/09/reverse-engineering-photos-dps-1.jpg?w=1125&ssl=1 1125w, https://i2.wp.com/digital-photography-school.com/wp-content/uploads/2018/09/reverse-engineering-photos-dps-1.jpg?resize=225%2C300&ssl=1 225w, https://i2.wp.com/digital-photography-school.com/wp-content/uploads/2018/09/reverse-engineering-photos-dps-1.jpg?resize=768%2C1024&ssl=1 768w, https://i2.wp.com/digital-photography-school.com/wp-content/uploads/2018/09/reverse-engineering-photos-dps-1.jpg?resize=450%2C600&ssl=1 450w, https://i2.wp.com/digital-photography-school.com/wp-content/uploads/2018/09/reverse-engineering-photos-dps-1.jpg?resize=717%2C956&ssl=1 717w" style="border-style: none; box-sizing: inherit; display: block; height: auto; margin: auto; max-width: 100%;" width="1125" /><div class="wp-caption-text" style="box-sizing: inherit; color: white; font-size: 1.125rem; line-height: 1.8; padding: 10px 25px;">
The shadow of the tree clearly shows the direction of the sun, while the light reflecting off the concrete has filled in the shadows on the subject.</div>
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</section></div>
Sita Rahmahhttp://www.blogger.com/profile/12298002931395331640noreply@blogger.com0tag:blogger.com,1999:blog-3218641716941214747.post-35961735391634839242018-10-22T10:53:00.000-07:002018-10-22T10:53:00.285-07:0015 Tips for More Powerful Portraits - DPS<div dir="ltr" style="text-align: left;" trbidi="on">
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A Post By: <a href="https://digital-photography-school.com/author/odedwagenstein/" style="box-sizing: inherit; color: #9cb700; font-weight: 700; text-decoration-line: none; transition: color 0.1s linear 0s;">Oded Wagenstein</a></div>
<a aria-hidden="true" class="invisible" href="https://digital-photography-school.com/15-tips-powerful-portraits/#" id="sharethis-handler" style="box-sizing: inherit; color: #9cb700; font-family: "Open Sans", sans-serif; font-size: 16px; text-decoration-line: none; transition: color 0.1s linear 0s;"></a><span style="background-color: white; color: #222222; font-family: "Open Sans", sans-serif; font-size: 16px;"></span><br />
<section class="content" style="box-sizing: inherit; color: #222222; font-family: "Open Sans", sans-serif; font-size: 16px; overflow: hidden;"><div style="box-sizing: inherit; font-size: 1.125rem; line-height: 1.8; margin-bottom: 0.75em;">
15 tips every portrait photographer must know for making more powerful portraits!</div>
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<img alt="Powerful portrait tips 01" border="0" class="jetpack-lazy-image--handled" data-lazy-loaded="1" data-recalc-dims="1" height="471" src="https://i1.wp.com/digital-photography-school.com/wp-content/uploads/2014/01/powerful-portrait-tips-01.jpg?resize=600%2C471&ssl=1" style="border-style: none; box-sizing: inherit; height: auto; margin: 0px; max-width: 100%;" title="powerful-portrait-tips-01.jpg" width="600" /></div>
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Here are 15 tips on getting powerful portraits</h2>
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1. Have respect</h3>
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This is my number one rule. It doesn’t matter if I am photographing a poor boy in Laos or the CEO of a large company in New York-I always respect the people I photograph. I live by the motto: “you should never get close to people in order to take their photo; you should take their photo in order to get closer to them”. Act as if your camera is a bridge and not a weapon. I have friends who are amazing street photographers, who manage to work with such discretion that they can get the portrait without the person realizing he was photographed. Certainly, there are some exceptions, but I believe that people are not zebras and we are not hunters. To summarize the point, I photograph old people in same manner I would like someone to take pictures of my grandmother.</div>
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<img alt="Powerful portrait tips 04" border="0" class="jetpack-lazy-image--handled" data-lazy-loaded="1" data-recalc-dims="1" height="400" src="https://i2.wp.com/digital-photography-school.com/wp-content/uploads/2014/01/powerful-portrait-tips-04.jpg?resize=600%2C400&ssl=1" style="border-style: none; box-sizing: inherit; height: auto; margin: 0px; max-width: 100%;" title="powerful-portrait-tips-04.jpg" width="600" /></div>
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2. Ask yourself – Do I understand what a portrait is?</h3>
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“A Portrait is painting, photograph, sculpture, or other artistic representation of a person […] the intent is to display the likeness, personality, and even the mood of the person” (<a href="https://en.wikipedia.org/wiki/Portrait" rel="nofollow" style="box-sizing: inherit; color: #9cb700; text-decoration-line: none; transition: color 0.1s linear 0s;">from Wikipedia</a>)</div>
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While this is a very basic definition of the concept, it can help us to understand the true nature of good portrait photography. A portrait must tell a story. What kind of story? A story about the person in the image. How can you tell a story of a person in one image? You can’t! You can never capture the whole story, because human beings are too complex. You can either choose to focus on a specific emotion expressed by the subject or by yourself. I call the first method “highlighting”, in which you zero in on a specific story, at a specific time.</div>
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<img alt="Powerful portrait tips 02" border="0" class="jetpack-lazy-image--handled" data-lazy-loaded="1" data-recalc-dims="1" height="400" src="https://i0.wp.com/digital-photography-school.com/wp-content/uploads/2014/01/powerful-portrait-tips-02.jpg?resize=600%2C400&ssl=1" style="border-style: none; box-sizing: inherit; height: auto; margin: 0px; max-width: 100%;" title="powerful-portrait-tips-02.jpg" width="600" /></div>
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For example: when I took the photo of the Japanese girl (above) I was trying to highlight this specific moment, when she held her mother’s hand, when she has not yet decided – whether to leave or hold on tight. Sometimes the best stories don’t reveal the whole story at once. Like in this image from China (below). Do you think this girl is waiting for someone who should be coming soon, or is she watching someone leave?</div>
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<img alt="Powerful portrait tips 03" border="0" class="jetpack-lazy-image--handled" data-lazy-loaded="1" data-recalc-dims="1" height="401" src="https://i1.wp.com/digital-photography-school.com/wp-content/uploads/2014/01/powerful-portrait-tips-03.jpg?resize=600%2C401&ssl=1" style="border-style: none; box-sizing: inherit; height: auto; margin: 0px; max-width: 100%;" title="powerful-portrait-tips-03.JPG" width="600" /></div>
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The second method, in which you imprint your on feeling onto the story, can start with answering the following question: How did you feel when you met this person? Because a good image is told by two people – the one in the image, and the one behind the camera.</div>
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3. Look for emotion</h3>
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Someone’s exotic face from some remote tribe is nice to look at, but for it to be a true visual storytelling portrait, this face must evoke emotion. <a href="http://stevemccurry.com/" style="box-sizing: inherit; color: #9cb700; text-decoration-line: none; transition: color 0.1s linear 0s;">Steve McCurry</a> called this the “unguarded moment”, the essential soul peeking out. It can be happiness, fear or excitement. Emotion is the best way to create a bond between the image and your viewers.</div>
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The best way to “catch” emotion on your camera’s sensor is by choosing the right moment to click the shutter. Be on the lookout for a specific powerful moment that can evoke the story on the person’s face.</div>
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<img alt="Powerful portrait tips 05b" border="0" class="jetpack-lazy-image--handled" data-lazy-loaded="1" data-recalc-dims="1" height="277" src="https://i0.wp.com/digital-photography-school.com/wp-content/uploads/2014/01/powerful-portrait-tips-05b.jpg?resize=600%2C277&ssl=1" style="border-style: none; box-sizing: inherit; height: auto; margin: 0px; max-width: 100%;" title="powerful-portrait-tips-05b.jpg" width="600" /></div>
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4. Start with your comfort zone</h3>
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Going out to the streets to shoot portraits of strangers is not an easy task to start with. The best way to hone your craft is by starting with a person you already know. By skipping the need to “break the ice”, it will be easier for you to think about other important elements in your portrait, such as: the light, composition, posing and color. You don’t have to travel far for an interesting face; you can start with friends and family.</div>
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<img alt="Powerful portrait tips 11b" border="0" class="jetpack-lazy-image--handled" data-lazy-loaded="1" data-recalc-dims="1" height="436" src="https://i0.wp.com/digital-photography-school.com/wp-content/uploads/2014/01/powerful-portrait-tips-11b.jpg?resize=600%2C436&ssl=1" style="border-style: none; box-sizing: inherit; height: auto; margin: 0px; max-width: 100%;" title="powerful-portrait-tips-11b.jpg" width="600" /></div>
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5. Get out from your comfort zone</h3>
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A day without learning something new is a wasted one. One of the most important things to note when dealing with portrait photography is that usually, the problem is with ourselves. “I do not want to hurt or offend”, and “I do not want to invade someone’s privacy” are all excuses which we tell ourselves on why we photograph people with a telephoto lens from a distance. So, if you truly want to take your portrait photography to the next level and be able to evoke emotion in your work, you must, as my mother says: “fake it till you makes it”. It is not as complicated as it seems in your head. Get out to the streets, find an interesting person and just go for it by saying: “Hello, I am a photography enthusiastic and I would like to take your photo…I would love to send you a copy as well”. You might be surprised with the results. By using this technique, the worst thing that can happen is that you will get a refusal and then just move on to the next person.</div>
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<img alt="Powerful portrait tips 08" border="0" class="jetpack-lazy-image--handled" data-lazy-loaded="1" data-recalc-dims="1" height="600" src="https://i2.wp.com/digital-photography-school.com/wp-content/uploads/2014/01/powerful-portrait-tips-08.jpg?resize=600%2C600&ssl=1" style="border-style: none; box-sizing: inherit; height: auto; margin: 0px; max-width: 100%;" title="powerful-portrait-tips-08.jpg" width="600" /></div>
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6. Choose the right focal length</h3>
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“What is the <a href="https://digital-photography-school.com/which-lens-for-portrait-photography" style="box-sizing: inherit; color: #9cb700; text-decoration-line: none; transition: color 0.1s linear 0s;">best lens for portraits</a>?” is a very common question among my students, and the answer is simple – there is no one best lens for portrait photography. You should adjust the focal length to your working style. When considering your next lens, you should take into account the following elements:</div>
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<li style="background-attachment: initial; background-clip: initial; background-image: url("list-bullet.png"); background-origin: initial; background-position: 11px 7px; background-repeat: no-repeat; background-size: 9px 9px; box-sizing: inherit; margin-bottom: 13.3333px; padding-left: 30px;">The distance from which you usually like to photograph people</li>
<li style="background-attachment: initial; background-clip: initial; background-image: url("list-bullet.png"); background-origin: initial; background-position: 11px 7px; background-repeat: no-repeat; background-size: 9px 9px; box-sizing: inherit; margin-bottom: 13.3333px; padding-left: 30px;">The weight you are willing to carry around</li>
<li style="background-attachment: initial; background-clip: initial; background-image: url("list-bullet.png"); background-origin: initial; background-position: 11px 7px; background-repeat: no-repeat; background-size: 9px 9px; box-sizing: inherit; margin-bottom: 13.3333px; padding-left: 30px;">What is the maximum aperture for low light photography and for shallow depth of field?</li>
<li style="background-attachment: initial; background-clip: initial; background-image: url("list-bullet.png"); background-origin: initial; background-position: 11px 7px; background-repeat: no-repeat; background-size: 9px 9px; box-sizing: inherit; margin-bottom: 13.3333px; padding-left: 30px;">And of course, price</li>
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For me, most of my portraits are done with an 85mm or 24-70mm lens.</div>
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7. Choose the wrong focal length</h3>
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Try this creative exercise. Go outside and take a portrait with a lens you are not used to working with. If you always work with a telephoto lens, <a href="https://digital-photography-school.com/going-fishing-fun-with-fisheye-lenses" style="box-sizing: inherit; color: #9cb700; text-decoration-line: none; transition: color 0.1s linear 0s;">try using a wide angle one</a>. If you prefer to get close to your subject, take a step back and wait for the decisive moment. A good photographer is a flexible one.</div>
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<img alt="Powerful portrait tips 10b" border="0" class="jetpack-lazy-image--handled" data-lazy-loaded="1" data-recalc-dims="1" height="471" src="https://i2.wp.com/digital-photography-school.com/wp-content/uploads/2014/01/powerful-portrait-tips-10b.jpg?resize=600%2C471&ssl=1" style="border-style: none; box-sizing: inherit; height: auto; margin: 0px; max-width: 100%;" title="powerful-portrait-tips-10b.jpg" width="600" /></div>
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8. Study the great masters of portrait photography</h3>
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Whenever I need inspiration, I turn to the portfolios of this great photography masters:</div>
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<li style="background-attachment: initial; background-clip: initial; background-image: url("list-bullet.png"); background-origin: initial; background-position: 11px 7px; background-repeat: no-repeat; background-size: 9px 9px; box-sizing: inherit; margin-bottom: 13.3333px; padding-left: 30px;">Dorothea Lange – one of the first photographers of Social realism</li>
<li style="background-attachment: initial; background-clip: initial; background-image: url("list-bullet.png"); background-origin: initial; background-position: 11px 7px; background-repeat: no-repeat; background-size: 9px 9px; box-sizing: inherit; margin-bottom: 13.3333px; padding-left: 30px;">Steve McCurry – probably the best color portrait maker in history</li>
<li style="background-attachment: initial; background-clip: initial; background-image: url("list-bullet.png"); background-origin: initial; background-position: 11px 7px; background-repeat: no-repeat; background-size: 9px 9px; box-sizing: inherit; margin-bottom: 13.3333px; padding-left: 30px;">Richard Avedon – unique fashion and portrait photography</li>
<li style="background-attachment: initial; background-clip: initial; background-image: url("list-bullet.png"); background-origin: initial; background-position: 11px 7px; background-repeat: no-repeat; background-size: 9px 9px; box-sizing: inherit; margin-bottom: 13.3333px; padding-left: 30px;">Sebastião Salgado- outstanding B&W documentary portraits</li>
<li style="background-attachment: initial; background-clip: initial; background-image: url("list-bullet.png"); background-origin: initial; background-position: 11px 7px; background-repeat: no-repeat; background-size: 9px 9px; box-sizing: inherit; margin-bottom: 13.3333px; padding-left: 30px;">Annie Leibovitz- Editorial portraits</li>
</ul>
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<em style="box-sizing: inherit;">(Please add your own in the comments section)</em></div>
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<img alt="Powerful portrait tips 19c" border="0" class="jetpack-lazy-image--handled" data-lazy-loaded="1" data-recalc-dims="1" height="449" src="https://i1.wp.com/digital-photography-school.com/wp-content/uploads/2014/01/powerful-portrait-tips-19c.jpg?resize=600%2C449&ssl=1" style="border-style: none; box-sizing: inherit; height: auto; margin: 0px; max-width: 100%;" title="powerful-portrait-tips-19c.jpg" width="600" /></div>
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9. Experience variable depth of field</h3>
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We all love portraits with that sweet low depth of field, which <a href="https://digital-photography-school.com/how-to-achieve-blurred-backgrounds-in-portraits" style="box-sizing: inherit; color: #9cb700; text-decoration-line: none; transition: color 0.1s linear 0s;">makes everything blurry in the background</a>. In portraits, shallow depth of field is usually good because it leads the viewer’s eyes directly to the subject by making it sharper than the rest of the image. YET, please note that there is such a thing as a too shallow depth of field. In this case, the sharpness by the AutoFocus may be on the eyebrows or eyelashes instead of the eyes. Practice in order to understand the elements that affect the depth of field: the distance to the subject, focal length and aperture.</div>
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<img alt="Powerful portrait tips 13" border="0" class="jetpack-lazy-image--handled" data-lazy-loaded="1" data-recalc-dims="1" height="600" src="https://i2.wp.com/digital-photography-school.com/wp-content/uploads/2014/01/powerful-portrait-tips-13.jpg?resize=381%2C600&ssl=1" style="border-style: none; box-sizing: inherit; display: block; height: auto; margin: 0px auto; max-width: 100%;" title="powerful-portrait-tips-13.jpg" width="381" /></div>
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10. Leave the flash behind</h3>
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The more gear you have with you, the less available you are to give attention to the person you are photographing. If we are dealing with studio photography, then the person knows what to expect. There is no need take your flash to India or China when there is <a href="https://digital-photography-school.com/easy-natural-light-portraiture-technique-using-available-shade" style="box-sizing: inherit; color: #9cb700; text-decoration-line: none; transition: color 0.1s linear 0s;">so much beautiful available light</a>. Craft your skill while working with natural light only BEFORE jumping to the next step of using reflectors, flashes or any other extra gear.</div>
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<img alt="Powerful portrait tips 14" border="0" class="jetpack-lazy-image--handled" data-lazy-loaded="1" data-recalc-dims="1" height="400" src="https://i2.wp.com/digital-photography-school.com/wp-content/uploads/2014/01/powerful-portrait-tips-14.jpg?resize=600%2C400&ssl=1" style="border-style: none; box-sizing: inherit; height: auto; margin: 0px; max-width: 100%;" title="powerful-portrait-tips-14.jpg" width="600" /></div>
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11. Don’t follow the crowd</h3>
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Try this little exercise: type “woman with cigar in Cuba” into Google and see what happens. The same woman appears in almost all the images right? Those are images of many different photographers. I do not mean to hurt anyone, but how come with 3 million people visiting the country each year and with a population of 5,612,165 women, the same woman comes up in almost every image? Here’s a tip for you, before heading somewhere, anywhere, near or far, you should understand the place, culture and the “story” of the person in front of you. By doing your homework you will not fall into the trap of the “fake authenticity”</div>
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<img alt="Powerful portrait tips 15" border="0" class="jetpack-lazy-image--handled" data-lazy-loaded="1" data-recalc-dims="1" height="435" src="https://i1.wp.com/digital-photography-school.com/wp-content/uploads/2014/01/powerful-portrait-tips-15.jpg?resize=600%2C435&ssl=1" style="border-style: none; box-sizing: inherit; height: auto; margin: 0px; max-width: 100%;" title="powerful-portrait-tips-15.jpg" width="600" /></div>
</section></div>
Sita Rahmahhttp://www.blogger.com/profile/12298002931395331640noreply@blogger.com0tag:blogger.com,1999:blog-3218641716941214747.post-18818686766695141692018-10-22T10:48:00.002-07:002018-10-22T10:48:40.007-07:005 Tips for Taking Better Portraits in Nature - DPS<div dir="ltr" style="text-align: left;" trbidi="on">
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<div class="post-author" style="box-sizing: inherit; color: #222222; font-family: "Open Sans", sans-serif; font-size: 1.125em; margin-bottom: 0.75em;">
A Post By: <a href="https://digital-photography-school.com/author/melindasmith/" style="box-sizing: inherit; color: #9cb700; font-weight: 700; text-decoration-line: none; transition: color 0.1s linear 0s;">Melinda Smith</a></div>
<a aria-hidden="true" class="invisible" href="https://digital-photography-school.com/5-tips-for-taking-better-portraits-in-nature/#" id="sharethis-handler" style="box-sizing: inherit; color: #9cb700; font-family: "Open Sans", sans-serif; font-size: 16px; text-decoration-line: none; transition: color 0.1s linear 0s;"></a><span style="background-color: white; color: #222222; font-family: "Open Sans", sans-serif; font-size: 16px;"></span><br />
<section class="content" style="box-sizing: inherit; color: #222222; font-family: "Open Sans", sans-serif; font-size: 16px; overflow: hidden;"><div style="box-sizing: inherit; font-size: 1.125rem; line-height: 1.8; margin-bottom: 0.75em;">
I can’t get enough of being outside in nature.</div>
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I often go out on trail runs with my friends, and we spend most of the run grinning from ear to ear, exclaiming how lucky we are to be here on this earth, and how beautiful every single thing is. I love to go camping with my family, where we set up hammocks in the trees, listen to the birds singing, and the leafy wind sounds as we gaze up into the sky.</div>
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<img alt="900" class="aligncenter size-full wp-image-105739 jetpack-lazy-image--handled" data-lazy-loaded="1" data-recalc-dims="1" height="550" sizes="(max-width: 750px) 100vw, 750px" src="https://i1.wp.com/digital-photography-school.com/wp-content/uploads/2016/06/900.jpg?resize=750%2C550&ssl=1" srcset="https://i1.wp.com/digital-photography-school.com/wp-content/uploads/2016/06/900.jpg?w=750&ssl=1 750w, https://i1.wp.com/digital-photography-school.com/wp-content/uploads/2016/06/900.jpg?resize=300%2C220&ssl=1 300w, https://i1.wp.com/digital-photography-school.com/wp-content/uploads/2016/06/900.jpg?resize=600%2C440&ssl=1 600w, https://i1.wp.com/digital-photography-school.com/wp-content/uploads/2016/06/900.jpg?resize=717%2C526&ssl=1 717w" style="border-style: none; box-sizing: inherit; display: block; height: auto; margin: auto; max-width: 100%;" width="750" /></div>
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So it makes perfect sense to me to take photos of people in the great outdoors. Nature elevates the whole photo to something much more interesting than a simple studio backdrop. People are my favorite subjects, and nature is my favorite setting, so I’d love to share a few ideas to help your nature portraits be even more exciting.</div>
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1 – Nature’s Colors Can Complement Perfectly</h2>
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<img alt="300" class="aligncenter size-full wp-image-105733 jetpack-lazy-image--handled" data-lazy-loaded="1" data-recalc-dims="1" height="499" sizes="(max-width: 750px) 100vw, 750px" src="https://i1.wp.com/digital-photography-school.com/wp-content/uploads/2016/06/300.jpg?resize=750%2C499&ssl=1" srcset="https://i1.wp.com/digital-photography-school.com/wp-content/uploads/2016/06/300.jpg?w=750&ssl=1 750w, https://i1.wp.com/digital-photography-school.com/wp-content/uploads/2016/06/300.jpg?resize=300%2C200&ssl=1 300w, https://i1.wp.com/digital-photography-school.com/wp-content/uploads/2016/06/300.jpg?resize=600%2C399&ssl=1 600w, https://i1.wp.com/digital-photography-school.com/wp-content/uploads/2016/06/300.jpg?resize=90%2C60&ssl=1 90w, https://i1.wp.com/digital-photography-school.com/wp-content/uploads/2016/06/300.jpg?resize=717%2C477&ssl=1 717w" style="border-style: none; box-sizing: inherit; display: block; height: auto; margin: auto; max-width: 100%;" width="750" /></div>
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Sometimes you may notice that your subject’s hair, eyes, lips, or clothing matches some floral blooms, leaves, sky, or rocks perfectly. Photographing your subject with colors in mind can bring out some of those things beautifully, and make a gorgeous photo. Sometimes the colors may match exactly, or they may be opposite on the color wheel, and make your subject just pop.</div>
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For example, if your subject is wearing purple, keep an eye out for yellow leaves. If you are doing your photographs in a place with lots of green, pops of red can really stand out. If your subject has startling blue eyes, use water or the sky to bring out that blue even more. Start paying attention to the colors in your photos, along with composition, light, etc., and your photos will have a whole new dimension to them.</div>
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<img alt="700" class="aligncenter size-full wp-image-105737 jetpack-lazy-image--handled" data-lazy-loaded="1" data-recalc-dims="1" height="561" sizes="(max-width: 750px) 100vw, 750px" src="https://i1.wp.com/digital-photography-school.com/wp-content/uploads/2016/06/700.jpg?resize=750%2C561&ssl=1" srcset="https://i1.wp.com/digital-photography-school.com/wp-content/uploads/2016/06/700.jpg?w=750&ssl=1 750w, https://i1.wp.com/digital-photography-school.com/wp-content/uploads/2016/06/700.jpg?resize=300%2C224&ssl=1 300w, https://i1.wp.com/digital-photography-school.com/wp-content/uploads/2016/06/700.jpg?resize=600%2C449&ssl=1 600w, https://i1.wp.com/digital-photography-school.com/wp-content/uploads/2016/06/700.jpg?resize=717%2C536&ssl=1 717w" style="border-style: none; box-sizing: inherit; display: block; height: auto; margin: auto; max-width: 100%;" width="750" /></div>
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2 – Focus on Nature and Let the People Blur into the Background</h2>
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<img alt="600" class="aligncenter size-full wp-image-105736 jetpack-lazy-image--handled" data-lazy-loaded="1" data-recalc-dims="1" height="499" sizes="(max-width: 750px) 100vw, 750px" src="https://i2.wp.com/digital-photography-school.com/wp-content/uploads/2016/06/600.jpg?resize=750%2C499&ssl=1" srcset="https://i2.wp.com/digital-photography-school.com/wp-content/uploads/2016/06/600.jpg?w=750&ssl=1 750w, https://i2.wp.com/digital-photography-school.com/wp-content/uploads/2016/06/600.jpg?resize=300%2C200&ssl=1 300w, https://i2.wp.com/digital-photography-school.com/wp-content/uploads/2016/06/600.jpg?resize=600%2C399&ssl=1 600w, https://i2.wp.com/digital-photography-school.com/wp-content/uploads/2016/06/600.jpg?resize=90%2C60&ssl=1 90w, https://i2.wp.com/digital-photography-school.com/wp-content/uploads/2016/06/600.jpg?resize=717%2C477&ssl=1 717w" style="border-style: none; box-sizing: inherit; display: block; height: auto; margin: auto; max-width: 100%;" width="750" /></div>
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For a new perspective, try focusing your camera on nature in the foreground, and letting the people in the background be out of focus. This is especially effective for photos that feel like you’re getting a glimpse of something private, like a kiss, or a mother with her newborn baby.</div>
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You can do this by setting your aperture wide (a low number, for example, between f/1.8 and f/2.8), setting your camera to let you choose the focus point, then making sure your focus point is on the flowers, leaves, or rocks in the foreground. Make sure your subjects are standing far enough behind your foreground, so they will definitely be out of focus. You want it to look like it was done purposely, not like you accidentally missed the focus on your subjects.</div>
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3 – Be Playful and Interact With Nature</h2>
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<img alt="400" class="aligncenter size-full wp-image-105734 jetpack-lazy-image--handled" data-lazy-loaded="1" data-recalc-dims="1" height="499" sizes="(max-width: 750px) 100vw, 750px" src="https://i1.wp.com/digital-photography-school.com/wp-content/uploads/2016/06/400.jpg?resize=750%2C499&ssl=1" srcset="https://i1.wp.com/digital-photography-school.com/wp-content/uploads/2016/06/400.jpg?w=750&ssl=1 750w, https://i1.wp.com/digital-photography-school.com/wp-content/uploads/2016/06/400.jpg?resize=300%2C200&ssl=1 300w, https://i1.wp.com/digital-photography-school.com/wp-content/uploads/2016/06/400.jpg?resize=600%2C399&ssl=1 600w, https://i1.wp.com/digital-photography-school.com/wp-content/uploads/2016/06/400.jpg?resize=90%2C60&ssl=1 90w, https://i1.wp.com/digital-photography-school.com/wp-content/uploads/2016/06/400.jpg?resize=717%2C477&ssl=1 717w" style="border-style: none; box-sizing: inherit; display: block; height: auto; margin: auto; max-width: 100%;" width="750" /></div>
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Nature is full of props to make your photos even more fun. You can use logs, rocks, and branches to perch on. You can use leaves or snow for your subject to blow on, or throw, in the air. You can have them walk through a stream, or throw rocks from the bank. Use a flower to tuck in the hair, or to smell. The ideas are endless, and if your subjects are really outdoorsy and they interact with nature regularly, make sure to capture that during your photo session with them.</div>
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Be kind to nature around you, though, and try to leave everything the same or better than you found it. Remember that if everyone broke branches, picked a bouquet of wildflowers, or stomped on untouched fragile foliage, there would be nothing left for any of us to enjoy. Tread lightly, pick up any trash, and don’t leave a trace.</div>
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<img alt="200" class="aligncenter size-full wp-image-105732 jetpack-lazy-image--handled" data-lazy-loaded="1" data-recalc-dims="1" height="499" sizes="(max-width: 750px) 100vw, 750px" src="https://i0.wp.com/digital-photography-school.com/wp-content/uploads/2016/06/200.jpg?resize=750%2C499&ssl=1" srcset="https://i0.wp.com/digital-photography-school.com/wp-content/uploads/2016/06/200.jpg?w=750&ssl=1 750w, https://i0.wp.com/digital-photography-school.com/wp-content/uploads/2016/06/200.jpg?resize=300%2C200&ssl=1 300w, https://i0.wp.com/digital-photography-school.com/wp-content/uploads/2016/06/200.jpg?resize=600%2C399&ssl=1 600w, https://i0.wp.com/digital-photography-school.com/wp-content/uploads/2016/06/200.jpg?resize=90%2C60&ssl=1 90w, https://i0.wp.com/digital-photography-school.com/wp-content/uploads/2016/06/200.jpg?resize=717%2C477&ssl=1 717w" style="border-style: none; box-sizing: inherit; display: block; height: auto; margin: auto; max-width: 100%;" width="750" /></div>
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4 – Dress Mother Nature up a Little Bit</h2>
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<img alt="800" class="aligncenter size-full wp-image-105738 jetpack-lazy-image--handled" data-lazy-loaded="1" data-recalc-dims="1" height="561" sizes="(max-width: 750px) 100vw, 750px" src="https://i1.wp.com/digital-photography-school.com/wp-content/uploads/2016/06/800.jpg?resize=750%2C561&ssl=1" srcset="https://i1.wp.com/digital-photography-school.com/wp-content/uploads/2016/06/800.jpg?w=750&ssl=1 750w, https://i1.wp.com/digital-photography-school.com/wp-content/uploads/2016/06/800.jpg?resize=300%2C224&ssl=1 300w, https://i1.wp.com/digital-photography-school.com/wp-content/uploads/2016/06/800.jpg?resize=600%2C449&ssl=1 600w, https://i1.wp.com/digital-photography-school.com/wp-content/uploads/2016/06/800.jpg?resize=717%2C536&ssl=1 717w" style="border-style: none; box-sizing: inherit; display: block; height: auto; margin: auto; max-width: 100%;" width="750" /></div>
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You can create a whimsical, unexpected photo, with a few unlikely props. Carefully hanging a chandelier from a tree, or a bench or couch in a field, can be a lot of fun. Try props like a retro typewriter in the middle of a forest, or balloons at the beach. It’s hard to look at a photo with something so playful and fanciful, without smiling.</div>
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5 – Make Nature the Star of the Show</h2>
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<img alt="100" class="aligncenter size-full wp-image-105731 jetpack-lazy-image--handled" data-lazy-loaded="1" data-recalc-dims="1" height="499" sizes="(max-width: 750px) 100vw, 750px" src="https://i1.wp.com/digital-photography-school.com/wp-content/uploads/2016/06/100.jpg?resize=750%2C499&ssl=1" srcset="https://i1.wp.com/digital-photography-school.com/wp-content/uploads/2016/06/100.jpg?w=750&ssl=1 750w, https://i1.wp.com/digital-photography-school.com/wp-content/uploads/2016/06/100.jpg?resize=300%2C200&ssl=1 300w, https://i1.wp.com/digital-photography-school.com/wp-content/uploads/2016/06/100.jpg?resize=600%2C399&ssl=1 600w, https://i1.wp.com/digital-photography-school.com/wp-content/uploads/2016/06/100.jpg?resize=90%2C60&ssl=1 90w, https://i1.wp.com/digital-photography-school.com/wp-content/uploads/2016/06/100.jpg?resize=717%2C477&ssl=1 717w" style="border-style: none; box-sizing: inherit; display: block; height: auto; margin: auto; max-width: 100%;" width="750" /></div>
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I love images of beautiful scenes in nature, but I love a photo of a person IN a beautiful scene in nature even more. It shows scale, and adds so much interest to the photo. Your human in the photo may almost be an afterthought, maybe even almost blending in to the scene.</div>
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Look for beautiful scenes that would make pretty photos alone, then add your person into the shot. These types of photos work perfectly to print up gigantic and <a href="https://digital-photography-school.com/5-tips-going-pixels-print-quality/" style="box-sizing: inherit; color: #9cb700; text-decoration-line: none; transition: color 0.1s linear 0s;">hang up on the wall</a>. Close up photos are fantastic, but sometimes pulling way back, and getting more scenery than person in a photo, is the perfect thing to do.</div>
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<img alt="1000" class="aligncenter size-full wp-image-105740 jetpack-lazy-image--handled" data-lazy-loaded="1" data-recalc-dims="1" height="499" sizes="(max-width: 750px) 100vw, 750px" src="https://i2.wp.com/digital-photography-school.com/wp-content/uploads/2016/06/1000.jpg?resize=750%2C499&ssl=1" srcset="https://i2.wp.com/digital-photography-school.com/wp-content/uploads/2016/06/1000.jpg?w=750&ssl=1 750w, https://i2.wp.com/digital-photography-school.com/wp-content/uploads/2016/06/1000.jpg?resize=300%2C200&ssl=1 300w, https://i2.wp.com/digital-photography-school.com/wp-content/uploads/2016/06/1000.jpg?resize=600%2C399&ssl=1 600w, https://i2.wp.com/digital-photography-school.com/wp-content/uploads/2016/06/1000.jpg?resize=90%2C60&ssl=1 90w, https://i2.wp.com/digital-photography-school.com/wp-content/uploads/2016/06/1000.jpg?resize=717%2C477&ssl=1 717w" style="border-style: none; box-sizing: inherit; display: block; height: auto; margin: auto; max-width: 100%;" width="750" /></div>
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Summary</h2>
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I hope these tips give you some ideas to get out and take some portraits in nature.</div>
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How have you used nature to enhance your portraits? I’d love to see your nature portrait photos in the comments if you’d like to share.</div>
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<img alt="500" class="aligncenter size-full wp-image-105735 jetpack-lazy-image--handled" data-lazy-loaded="1" data-recalc-dims="1" height="499" sizes="(max-width: 750px) 100vw, 750px" src="https://i1.wp.com/digital-photography-school.com/wp-content/uploads/2016/06/500.jpg?resize=750%2C499&ssl=1" srcset="https://i1.wp.com/digital-photography-school.com/wp-content/uploads/2016/06/500.jpg?w=750&ssl=1 750w, https://i1.wp.com/digital-photography-school.com/wp-content/uploads/2016/06/500.jpg?resize=300%2C200&ssl=1 300w, https://i1.wp.com/digital-photography-school.com/wp-content/uploads/2016/06/500.jpg?resize=600%2C399&ssl=1 600w, https://i1.wp.com/digital-photography-school.com/wp-content/uploads/2016/06/500.jpg?resize=90%2C60&ssl=1 90w, https://i1.wp.com/digital-photography-school.com/wp-content/uploads/2016/06/500.jpg?resize=717%2C477&ssl=1 717w" style="border-style: none; box-sizing: inherit; display: block; height: auto; margin: auto; max-width: 100%;" width="750" /></div>
</section></div>
Sita Rahmahhttp://www.blogger.com/profile/12298002931395331640noreply@blogger.com0tag:blogger.com,1999:blog-3218641716941214747.post-36597010380525611132018-10-22T10:38:00.002-07:002021-09-21T08:29:36.292-07:0017 Fun First Day of School Activities to Try<div dir="ltr" style="text-align: left;" trbidi="on">
<header class="entry-header page-header" style="border-bottom: 0px; box-sizing: border-box; color: #6b6b6b; font-family: "Open Sans", sans-serif; margin: 0px 0px 20px; padding-bottom: 0px;"><h1 class="entry-title" style="box-sizing: border-box; color: #333333; font-family: "Roboto Slab", serif; font-size: 28px; line-height: 1.1; margin: 0px 0px 30px;">
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<span style="font-size: 13px;"><span class="posted-on" style="box-sizing: border-box; margin-right: 10px;"><span class="fa fa-calendar" style="-webkit-font-smoothing: antialiased; box-sizing: border-box; display: inline-block; font-family: FontAwesome; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: 1; margin-right: 3px; text-rendering: auto; transform: translate(0px, 0px);"></span> <a href="https://www.prodigygame.com/blog/first-day-of-school-activities/" rel="bookmark" style="box-sizing: border-box; color: #6b6b6b; text-decoration-line: none; transition: all 0.3s ease 0s;"><time class="entry-date published" datetime="2018-08-20T11:09:49+00:00" style="box-sizing: border-box;">August 20, 2018</time></a></span><span class="byline" style="box-sizing: border-box; display: inline; margin-right: 0px;"> <span class="fa fa-user" style="-webkit-font-smoothing: antialiased; box-sizing: border-box; display: inline-block; font-family: FontAwesome; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: 1; margin-right: 3px; text-rendering: auto; transform: translate(0px, 0px);"></span> <span class="author vcard" style="box-sizing: border-box; margin-right: 10px;"><a class="url fn n" href="https://www.prodigygame.com/blog/author/jraudys/" style="box-sizing: border-box; color: #6b6b6b; text-decoration-line: none; transition: all 0.3s ease 0s;">Justin Raudys</a></span></span> </span></div>
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<span><span style="box-sizing: border-box;">Whether you’ve been teaching for years or it’s your first day as a full-time teacher, the </span></span><span style="box-sizing: border-box; font-size: small; font-weight: 700;">first day of school</span><span style="box-sizing: border-box; font-size: small;"> is usually accompanied by some anxiety — no matter how prepared you might be. </span></div><div style="box-sizing: border-box; margin-bottom: 10px; text-align: left;"><span style="font-size: x-small;"><span style="box-sizing: border-box;"><span>It’s the same for students. Uncertainty about friends, teachers, and schoolwork is enough to make the most extroverted students a bit nervous.<br /></span></span><span><span style="box-sizing: border-box;">With that in mind, you should always consider what </span><span style="box-sizing: border-box; font-weight: 700;">first day of school activities</span><span style="box-sizing: border-box;"> can stimulate introductions, get students talking, and set the tone for successful </span><a href="https://www.prodigygame.com/blog/classroom-management-strategies/" rel="noopener" style="box-sizing: border-box; color: #16bc9c; text-decoration-line: none; transition: all 0.3s ease 0s;" target="_blank">classroom management</a><span style="box-sizing: border-box;">.</span></span></span></div>
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<span style="box-sizing: border-box;">Get inspired by these 17 fun, creative first day of school activities and try them out yourself. They’re easy, free, and guaranteed to ease the tension on a busy, hectic first day of school.</span></div>
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<span style="box-sizing: border-box;">1. Find a friend</span></h2>
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<span style="box-sizing: border-box;">The “Find a friend” game is a fun activity designed to help students become comfortable with their new classmates.</span></div>
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<span style="box-sizing: border-box;">To play, students must first receive worksheets containing a list of topics — such as sports, foods, games, and so on — from which they must pick their favorites.</span></div>
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<br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://1.bp.blogspot.com/-5kH0dHXZT0c/YUn5tt2jpoI/AAAAAAAAXMU/AGTcDBynVUEER8C9vrLNqKFoFvelmsgaQCLcBGAsYHQ/s557/13556.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="390" data-original-width="557" height="224" src="https://1.bp.blogspot.com/-5kH0dHXZT0c/YUn5tt2jpoI/AAAAAAAAXMU/AGTcDBynVUEER8C9vrLNqKFoFvelmsgaQCLcBGAsYHQ/s320/13556.jpg" width="320" /></a></div><br />
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Distribute the worksheet to students, and allow five minutes or so for everyone to indicate their favorite categories with a pen or pencil. You can create your own worksheet or access <a href="https://s18670.pcdn.co/wp-content/uploads/2016/10/find-a-classmate-who.pdf?sfvrsn=0" rel="noopener" style="box-sizing: border-box; color: #16bc9c; text-decoration-line: none; transition: all 0.3s ease 0s;" target="_blank">free printables</a> such as the one above.</div>
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<span style="box-sizing: border-box;">Then, have students find fellow classmates fitting the description in each box. This will give them a natural talking point as they meet one another — <span style="box-sizing: border-box; font-weight: 700;">helping them find what they have in common and sparking friendly interaction</span>.</span></div>
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<span style="box-sizing: border-box;">Note that:</span></div>
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<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">Students can list each classmate only once on the worksheet</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">Students should spell names correctly; when they find a friend to add to their sheet, they should ask the friend how to spell their first name</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">You can use this chance to have students show you their best handwriting, setting a good precedent for the school year</span></li>
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<span style="box-sizing: border-box;">2. “Who’s new?” word search</span></h2>
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<span style="box-sizing: border-box;">Use a free word search generator such as </span><a href="http://puzzlemaker.discoveryeducation.com/WordSearchSetupForm.asp?campaign=flyout_teachers_puzzle_wordcross" rel="noopener" style="box-sizing: border-box; color: #16bc9c; text-decoration-line: none; transition: all 0.3s ease 0s;" target="_blank">Discovery Education’s puzzlemaker</a><span style="box-sizing: border-box;"> to create a word search using the names of your students as the hidden words. Print copies to place on each desk.</span></div>
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<span style="box-sizing: border-box;">Students will enjoy searching for their names along with those of their classmates. After 10 minutes or so, students naturally begin helping each other — kindling conversation and facilitating introductions.</span></div>
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3. Thanks for the compliment!</h2>
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<span style="box-sizing: border-box;">This lighthearted, confidence-boosting icebreaker encourages students to share compliments about one another.</span></div>
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<span style="box-sizing: border-box;">To start, every student gets a blank piece of paper taped to their back. Then, each classmate thinks of a compliment to write down on the back of every other student. After the entire class is finished, have students remove their papers and read all the compliments they received in front of the class.</span></div>
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<br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://1.bp.blogspot.com/-La0aXdKhY5A/YUn6GghGwfI/AAAAAAAAXMg/hjRnik8N_zAd0TJgR_4wFQnBTxiGL_OhACLcBGAsYHQ/s640/5504.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="480" data-original-width="640" height="240" src="https://1.bp.blogspot.com/-La0aXdKhY5A/YUn6GghGwfI/AAAAAAAAXMg/hjRnik8N_zAd0TJgR_4wFQnBTxiGL_OhACLcBGAsYHQ/s320/5504.jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://1.bp.blogspot.com/-Nt5iReCLzs8/YUn6GRrG81I/AAAAAAAAXMc/kh0fAkPNgXwJn4QD2QQP2jWxmmMWhP6awCLcBGAsYHQ/s640/5502.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="640" data-original-width="480" height="320" src="https://1.bp.blogspot.com/-Nt5iReCLzs8/YUn6GRrG81I/AAAAAAAAXMc/kh0fAkPNgXwJn4QD2QQP2jWxmmMWhP6awCLcBGAsYHQ/s320/5502.jpg" width="240" /></a></div><br />
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4.<span class="s1" style="box-sizing: border-box;"> Let’s decorate</span></h2>
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<span style="box-sizing: border-box;">Invite students to help decorate the classroom — sending the message that <span style="box-sizing: border-box; font-weight: 700;">their opinions are valued, their voices are heard, and you welcome their presence</span>.</span></div>
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<span style="box-sizing: border-box;">Split the class into four groups and designate each group to a wall. Distribute materials such as markers, posters, tape, and pieces of chart paper. For a personalized touch, have each group come up with one common goal they wish to accomplish in your class, and to summarize it in one word.</span></div>
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<span style="box-sizing: border-box;">Next, have students write their words in big letters on the chart paper, ensuring each group has a unique goal.</span></div>
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<span style="box-sizing: border-box;">Once the class is finished, hang them on each designated wall, encouraging your class to embrace the responsibility of making sure they all achieve the goals they set for the end of the school year.</span></div>
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<span style="box-sizing: border-box;">5. Prodigy</span></h2>
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<span style="box-sizing: border-box;">Try </span><span style="box-sizing: border-box; font-weight: 700;">Prodigy</span><span style="box-sizing: border-box;"> — a free, game-based math platform aligned with curricula — to </span><span style="box-sizing: border-box; font-weight: 700;">engage your class while reinforcing lesson content </span><span style="box-sizing: border-box;">and </span><span style="box-sizing: border-box; font-weight: 700;">teaching essential skills.</span></div>
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<span style="box-sizing: border-box;">Borrowing elements from video games such as Pokémon, students use Prodigy to compete in math duels against in-game characters. To win, they answer sets of skill-testing math questions.</span></div>
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<span style="box-sizing: border-box;">Prodigy uses </span><a href="https://www.prodigygame.com/blog/adaptive-learning-technology-guide/" rel="noopener" style="box-sizing: border-box; color: #16bc9c; text-decoration-line: none; transition: all 0.3s ease 0s;" target="_blank">adaptive learning</a><span style="box-sizing: border-box;"> and </span><a href="https://www.prodigygame.com/blog/differentiated-instruction-strategies-examples-download/" rel="noopener" style="box-sizing: border-box; color: #16bc9c; text-decoration-line: none; transition: all 0.3s ease 0s;" target="_blank">differentiated instruction</a><span style="box-sizing: border-box;"> principles to adjust problems, addressing each student’s problem areas.</span></div>
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<span style="box-sizing: border-box;">It’s also backed by research. </span><a href="https://www.prodigygame.com/blog/wp-content/uploads/Prodigy-Case-Study.pdf" rel="noopener" style="box-sizing: border-box; color: #16bc9c; text-decoration-line: none; transition: all 0.3s ease 0s;" target="_blank">In a recent study</a><span style="box-sizing: border-box;">, we found schools enrolled in Prodigy both performed better and enjoyed greater improvements on test results than inactive schools.</span></div>
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<span style="box-sizing: border-box;">6. “Would You Rather” Questions</span></h2>
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<span style="box-sizing: border-box;"><span style="box-sizing: border-box; font-weight: 700;">Lead, guide, and stimulate healthy debate among students</span> with a set of questions that are sure to get the classroom talking.</span></div>
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<span style="box-sizing: border-box;">Consider a few examples of “would you rather” questions, such as:</span></div>
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<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">Would you rather play outdoors or indoors?</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">Would you rather see a firework display or a circus performance?</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">Would you rather go skiing or go to a water park?</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">Would you rather everything in your house be one color or every single wall and door be a different color?</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">Would you rather visit the international space station for a week or stay in an underwater hotel for a week?</span></li>
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<span style="box-sizing: border-box;">To keep the class on the same page, <span style="box-sizing: border-box; font-weight: 700;">consider preparing a few questions on a printable such as the one below.</span></span></div>
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<span style="box-sizing: border-box;">7. Group contracts</span></h2>
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<span style="box-sizing: border-box;">Write </span><span style="box-sizing: border-box; font-weight: 700;">group contracts</span><span style="box-sizing: border-box;"> containing guidelines, and have everyone sign them to foster </span><span style="box-sizing: border-box; font-weight: 700;">effective student group work </span><span style="box-sizing: border-box;">and</span><span style="box-sizing: border-box; font-weight: 700;"> good behavior in the classroom.</span></div>
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<span style="box-sizing: border-box;">Group contracts — an important feature of </span><a href="https://www.prodigygame.com/blog/cooperative-learning-principles-strategies/" rel="noopener" style="box-sizing: border-box; color: #16bc9c; text-decoration-line: none; transition: all 0.3s ease 0s;" target="_blank">cooperative learning</a><span style="box-sizing: border-box;"> — should be based on expectations students and teachers have for one another.</span></div>
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<span style="box-sizing: border-box;">You can collect the class’s thoughts by talking about what the ideal group member does, and how he or she behaves. <span style="box-sizing: border-box; font-weight: 700;">Once you’ve come up with the contract, brainstorm with students to come up with consequences for breaking expectations.</span></span></div>
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<img alt="" class="wp-image-2310 aligncenter" height="591" sizes="(max-width: 457px) 100vw, 457px" src="https://www.prodigygame.com/blog/wp-content/uploads/activities-for-the-first-day-of-school.png" srcset="https://www.prodigygame.com/blog/wp-content/uploads/activities-for-the-first-day-of-school.png 564w, https://www.prodigygame.com/blog/wp-content/uploads/activities-for-the-first-day-of-school-232x300.png 232w" style="border: 0px; box-sizing: border-box; clear: both; display: block; height: auto; margin: 0px auto; max-width: 100%; vertical-align: middle;" width="457" /></div>
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<em style="box-sizing: border-box;"><span style="box-sizing: border-box;">Image Source: </span><a href="http://thecreativecolorfulclassroom.blogspot.com/" rel="noopener" style="box-sizing: border-box; color: #16bc9c; text-decoration-line: none; transition: all 0.3s ease 0s;" target="_blank"><span style="box-sizing: border-box;">The Creative Colorful Classroom</span></a></em></div>
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<span style="box-sizing: border-box;">For example, in the </span><a href="https://www.prodigygame.com/blog/flexible-seating-classroom-ideas/" rel="noopener" style="box-sizing: border-box; color: #16bc9c; text-decoration-line: none; transition: all 0.3s ease 0s;" target="_blank">flexible seating</a><span style="box-sizing: border-box;"> contract above, students agree to use the learning space appropriately. If they break the contract, students agree “that my teacher will move me to a spot that will better meet my needs.”</span></div>
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<span style="box-sizing: border-box;">8. Student surveys</span></h2>
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<span style="box-sizing: border-box;">Use </span>surveys<span style="box-sizing: border-box;"> to collect and assess information about a broad range of topics that will help you get a feel for your new students and guide them to success this school year.</span></div>
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<span style="box-sizing: border-box; font-weight: 700;">Consider asking questions about preferences for seating arrangements, group work versus individual work, and noise levels in the classroom.</span></div>
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<span style="box-sizing: border-box;">Use this information to get a better sense of trends in the classroom. See if you can use the information to differentiate instruction, assessment, and evaluation to improve the learning environment.</span></div>
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<span style="box-sizing: border-box; font-weight: 700;">One of the <a href="https://www.prodigygame.com/blog/qualities-of-a-good-teacher/" rel="noopener" style="box-sizing: border-box; color: #16bc9c; text-decoration-line: none; transition: all 0.3s ease 0s;" target="_blank">qualities of a good teacher</a> is the capacity to use different <a href="https://www.prodigygame.com/blog/category/teaching-strategies/" rel="noopener" style="box-sizing: border-box; color: #16bc9c; text-decoration-line: none; transition: all 0.3s ease 0s;" target="_blank">teaching strategies</a></span><span style="box-sizing: border-box;"> — especially ones that are responsive to different students’ unique learning preferences.</span></div>
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<span style="box-sizing: border-box;">For example, consider taking a survey of how students like to learn, asking the following yes or no questions:</span></div>
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First day of school activity: How I like to learn</h4>
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<table class="table table-hover" style="border-collapse: collapse; border-spacing: 0px; box-sizing: border-box; font-size: 16px; margin-bottom: 20px; max-width: 100%; width: 648px;"><tbody style="box-sizing: border-box;">
<tr style="box-sizing: border-box;"><td style="border-top: 1px solid rgb(221, 221, 221); box-sizing: border-box; line-height: 1.42857; padding: 8px; vertical-align: top;"><span style="box-sizing: border-box; font-weight: 700;">I work best when it is quiet</span></td><td style="border-top: 1px solid rgb(221, 221, 221); box-sizing: border-box; line-height: 1.42857; padding: 8px; vertical-align: top;"><span style="box-sizing: border-box; font-weight: 700;">Yes</span></td><td style="border-top: 1px solid rgb(221, 221, 221); box-sizing: border-box; line-height: 1.42857; padding: 8px; vertical-align: top;"><span style="box-sizing: border-box; font-weight: 700;">No</span></td></tr>
<tr style="box-sizing: border-box;"><td style="border-top: 1px solid rgb(221, 221, 221); box-sizing: border-box; line-height: 1.42857; padding: 8px; vertical-align: top;"><span style="box-sizing: border-box; font-weight: 700;">I can work when there is noise in the classroom</span></td><td style="border-top: 1px solid rgb(221, 221, 221); box-sizing: border-box; line-height: 1.42857; padding: 8px; vertical-align: top;"><span style="box-sizing: border-box; font-weight: 700;">Yes</span></td><td style="border-top: 1px solid rgb(221, 221, 221); box-sizing: border-box; line-height: 1.42857; padding: 8px; vertical-align: top;"><span style="box-sizing: border-box; font-weight: 700;">No</span></td></tr>
<tr style="box-sizing: border-box;"><td style="border-top: 1px solid rgb(221, 221, 221); box-sizing: border-box; line-height: 1.42857; padding: 8px; vertical-align: top;"><span style="box-sizing: border-box; font-weight: 700;">I like to work at a table or desk</span></td><td style="border-top: 1px solid rgb(221, 221, 221); box-sizing: border-box; line-height: 1.42857; padding: 8px; vertical-align: top;"><span style="box-sizing: border-box; font-weight: 700;">Yes</span></td><td style="border-top: 1px solid rgb(221, 221, 221); box-sizing: border-box; line-height: 1.42857; padding: 8px; vertical-align: top;"><span style="box-sizing: border-box; font-weight: 700;">No</span></td></tr>
<tr style="box-sizing: border-box;"><td style="border-top: 1px solid rgb(221, 221, 221); box-sizing: border-box; line-height: 1.42857; padding: 8px; vertical-align: top;"><span style="box-sizing: border-box; font-weight: 700;">I like to work on the floor</span></td><td style="border-top: 1px solid rgb(221, 221, 221); box-sizing: border-box; line-height: 1.42857; padding: 8px; vertical-align: top;"><span style="box-sizing: border-box; font-weight: 700;">Yes</span></td><td style="border-top: 1px solid rgb(221, 221, 221); box-sizing: border-box; line-height: 1.42857; padding: 8px; vertical-align: top;"><span style="box-sizing: border-box; font-weight: 700;">No</span></td></tr>
<tr style="box-sizing: border-box;"><td style="border-top: 1px solid rgb(221, 221, 221); box-sizing: border-box; line-height: 1.42857; padding: 8px; vertical-align: top;"><span style="box-sizing: border-box; font-weight: 700;">I like to work on an assignment until it is completed</span></td><td style="border-top: 1px solid rgb(221, 221, 221); box-sizing: border-box; line-height: 1.42857; padding: 8px; vertical-align: top;"><span style="box-sizing: border-box; font-weight: 700;">Yes</span></td><td style="border-top: 1px solid rgb(221, 221, 221); box-sizing: border-box; line-height: 1.42857; padding: 8px; vertical-align: top;"><span style="box-sizing: border-box; font-weight: 700;">No</span></td></tr>
<tr style="box-sizing: border-box;"><td style="border-top: 1px solid rgb(221, 221, 221); box-sizing: border-box; line-height: 1.42857; padding: 8px; vertical-align: top;"><span style="box-sizing: border-box; font-weight: 700;">Sometimes I get frustrated with my work and do not finish</span></td><td style="border-top: 1px solid rgb(221, 221, 221); box-sizing: border-box; line-height: 1.42857; padding: 8px; vertical-align: top;"><span style="box-sizing: border-box; font-weight: 700;">Yes</span></td><td style="border-top: 1px solid rgb(221, 221, 221); box-sizing: border-box; line-height: 1.42857; padding: 8px; vertical-align: top;"><span style="box-sizing: border-box; font-weight: 700;">No</span></td></tr>
<tr style="box-sizing: border-box;"><td style="border-top: 1px solid rgb(221, 221, 221); box-sizing: border-box; line-height: 1.42857; padding: 8px; vertical-align: top;"><span style="box-sizing: border-box; font-weight: 700;">I like to learn by moving around the room</span></td><td style="border-top: 1px solid rgb(221, 221, 221); box-sizing: border-box; line-height: 1.42857; padding: 8px; vertical-align: top;"><span style="box-sizing: border-box; font-weight: 700;">Yes</span></td><td style="border-top: 1px solid rgb(221, 221, 221); box-sizing: border-box; line-height: 1.42857; padding: 8px; vertical-align: top;"><span style="box-sizing: border-box; font-weight: 700;">No</span></td></tr>
<tr style="box-sizing: border-box;"><td style="border-top: 1px solid rgb(221, 221, 221); box-sizing: border-box; line-height: 1.42857; padding: 8px; vertical-align: top;"><span style="box-sizing: border-box; font-weight: 700;">I like to work by myself</span></td><td style="border-top: 1px solid rgb(221, 221, 221); box-sizing: border-box; line-height: 1.42857; padding: 8px; vertical-align: top;"><span style="box-sizing: border-box; font-weight: 700;">Yes</span></td><td style="border-top: 1px solid rgb(221, 221, 221); box-sizing: border-box; line-height: 1.42857; padding: 8px; vertical-align: top;"><span style="box-sizing: border-box; font-weight: 700;">No</span></td></tr>
<tr style="box-sizing: border-box;"><td style="border-top: 1px solid rgb(221, 221, 221); box-sizing: border-box; line-height: 1.42857; padding: 8px; vertical-align: top;"><span style="box-sizing: border-box; font-weight: 700;">I like to work in a group or with a partner</span></td><td style="border-top: 1px solid rgb(221, 221, 221); box-sizing: border-box; line-height: 1.42857; padding: 8px; vertical-align: top;"><span style="box-sizing: border-box; font-weight: 700;">Yes</span></td><td style="border-top: 1px solid rgb(221, 221, 221); box-sizing: border-box; line-height: 1.42857; padding: 8px; vertical-align: top;"><span style="box-sizing: border-box; font-weight: 700;">No</span></td></tr>
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9. Classroom scavenger hunts</h2>
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<span style="box-sizing: border-box;">Send your students on a classroom scavenger hunt, <span style="box-sizing: border-box; font-weight: 700;">helping them to get to know each other and their new learning space</span>.</span></div>
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<span style="box-sizing: border-box;">Provide a print-out of classroom items to look for, leaving a space for students to write a brief description of where they found each item.</span></div>
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<span style="box-sizing: border-box;">The completed scavenger hunt sheets can serve as an easy reference for students in the first weeks of school to ensure they know where to find everything in your classroom.</span></div>
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<span style="box-sizing: border-box;">You can make the list of items yourself, or use a free printable such as the example below.</span></div>
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<img alt="" class="wp-image-2306 aligncenter" height="536" sizes="(max-width: 413px) 100vw, 413px" src="https://www.prodigygame.com/blog/wp-content/uploads/back-to-school-activities.png" srcset="https://www.prodigygame.com/blog/wp-content/uploads/back-to-school-activities.png 564w, https://www.prodigygame.com/blog/wp-content/uploads/back-to-school-activities-231x300.png 231w" style="border: 0px; box-sizing: border-box; clear: both; display: block; height: auto; margin: 0px auto; max-width: 100%; vertical-align: middle;" width="413" /></h2>
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<em style="box-sizing: border-box;"><span style="box-sizing: border-box;">Image Source: </span><a href="http://thecreativecolorfulclassroom.blogspot.com/" rel="noopener" style="box-sizing: border-box; color: #16bc9c; text-decoration-line: none; transition: all 0.3s ease 0s;" target="_blank"><span style="box-sizing: border-box;">The Creative Colorful Classroom</span></a></em></div>
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<span style="box-sizing: border-box;">10. Two truths and a lie</span></h2>
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<span style="box-sizing: border-box;">Encourage students to write down three statements about themselves, with one of the statements being false.</span></div>
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<img alt="" class="size-full wp-image-1713 aligncenter" height="400" src="https://www.prodigygame.com/blog/wp-content/uploads/benefits-of-active-learning-in-the-classroom.jpg" style="border: 0px; box-sizing: border-box; clear: both; display: block; height: auto; margin: 0px auto; max-width: 100%; vertical-align: middle;" width="600" /></div>
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<span style="box-sizing: border-box;">After giving students five minutes or so to write their sentences down, have them read them out loud one by one — and enjoy the entertainment as fellow students try to guess which of the statements is a lie.</span></div>
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<span style="box-sizing: border-box;"><span style="box-sizing: border-box; font-weight: 700;">This activity also serves as a simple, early way to get a gauge of the skill levels of your new students</span>: As your new students write out their sentences, you can walk around and see which students need help might need help with written communication.</span></div>
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<span style="box-sizing: border-box;">As they read out their sentences, you can also gauge verbal communication skills.</span></div>
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11. Class time capsule</h2>
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<span style="box-sizing: border-box;">Create individualized time capsules on the first day of school. Fill them with items such as personal letters about what students plan to accomplish throughout the school year.</span></div>
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<span style="box-sizing: border-box;">Letters can include expectations, clubs they would like to join, and desired grade point averages.</span></div>
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<span style="box-sizing: border-box;">You can also take pictures of your students on the first day, print them out, and put them inside the time capsules.</span></div>
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<span style="box-sizing: border-box;">On the last day of school, <span style="box-sizing: border-box; font-weight: 700;">return each student’s time capsule and allow them to see how much they have learned, </span></span><span style="box-sizing: border-box; font-weight: 700;"><a href="https://www.prodigygame.com/blog/growth-mindset-in-students/" rel="noopener" style="box-sizing: border-box; color: #16bc9c; text-decoration-line: none; transition: all 0.3s ease 0s;" target="_blank">grown</a></span><span style="box-sizing: border-box;"><span style="box-sizing: border-box; font-weight: 700;">, and achieved throughout the school year</span>.</span></div>
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12. Tall Thomas</h2>
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Encourage students to think of an adjective to describe themselves. The adjective must suit the student and must also start with the first letter of their name — for example, “Tall Thomas,” “Funny Frankie,” or “Smart Sam.”</div>
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<img alt="A student stands at the front of the classroom with her teacher, talking to her classmates, who are seated." class="size-full wp-image-1652 aligncenter" height="400" src="https://www.prodigygame.com/blog/wp-content/uploads/2018-03-16-Student-at-the-front-of-class-condensed.jpg" style="border: 0px; box-sizing: border-box; clear: both; display: block; height: auto; margin: 0px auto; max-width: 100%; vertical-align: middle;" width="600" /></div>
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<span style="box-sizing: border-box; font-weight: 700;">Encourage students to try and memorize every name to add a skill-testing element to the activity.</span></div>
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<span style="box-sizing: border-box;">Have the class stand in a circle, and then have one student state his or her new nickname. Then, have the next student try to name the previous name before saying their own name.</span></div>
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<span style="box-sizing: border-box;">Make sure to keep the activity lighthearted and fun. Feel free to stand in the circle and join the fun to further engage with your students!</span></div>
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13. Don’t answer</h2>
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<span style="box-sizing: border-box;">Ask your class to stand in a circle. Have one student engage with another classmate, and pose the other student a question about his or her personality. To clarify, give students a few examples: “What is your silliest habit?” or “What is your pet peeve?”</span></div>
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<span style="box-sizing: border-box;">However, explain that the student who is </span><i style="box-sizing: border-box;">asked</i><span style="box-sizing: border-box;"> the question may not respond — with the student to their left answering for them. Note that the answer doesn’t have to be right, and that each <span style="box-sizing: border-box; font-weight: 700;">student can make their answers as imaginative or creative as possible</span>.</span></div>
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14. Draw a Self-Portrait</h2>
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<span style="box-sizing: border-box;">Provide a self-portrait worksheet such as the one below as an easy beginning-of-year activity. When everyone is finished, have each student present their self-portrait to the class as formal introduction to their colleagues and to yourself!</span></div>
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<img alt="" class="wp-image-2304 aligncenter" height="503" sizes="(max-width: 388px) 100vw, 388px" src="https://www.prodigygame.com/blog/wp-content/uploads/first-day-of-school-lesson-plans.png" srcset="https://www.prodigygame.com/blog/wp-content/uploads/first-day-of-school-lesson-plans.png 270w, https://www.prodigygame.com/blog/wp-content/uploads/first-day-of-school-lesson-plans-231x300.png 231w" style="border: 0px; box-sizing: border-box; clear: both; display: block; height: auto; margin: 0px auto; max-width: 100%; vertical-align: middle;" width="388" /></div>
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15. Be unique</h2>
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Have everyone stand in a circle. Encourage each student, one by one, to say something they believe to be unique about themselves. For example: “My name is Jason, and I have two brothers” or “… and I speak three languages.” If another student also has two brothers or speaks three languages, they must sit down.</div>
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<span style="box-sizing: border-box; font-weight: 700;">The goal is to stand as long as possible</span> and therefore to share very special things about yourself that no one else typifies<span style="box-sizing: border-box; font-weight: 700;">.</span></div>
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<img alt="" class="size-full wp-image-1726 aligncenter" height="400" src="https://www.prodigygame.com/blog/wp-content/uploads/active-learning-methods-1.jpg" style="border: 0px; box-sizing: border-box; clear: both; display: block; height: auto; margin: 0px auto; max-width: 100%; vertical-align: middle;" width="600" /></div>
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16. <span style="box-sizing: border-box;">Six word story</span></h2>
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Get students to explain what they did over the summer using only six words<span style="box-sizing: border-box; font-weight: 700;">, writing the statement down as a complete sentence on a piece of paper.</span></div>
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Then, have students exchange papers with a classmate, with that colleague also adding a comment comprised of only six words. You may choose to rotate the papers to adjust the length of the story to your preference!</div>
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<span class="s1" style="box-sizing: border-box;">17.</span><span class="s2" style="box-sizing: border-box;"> </span><span class="s1" style="box-sizing: border-box;">The question web</span></h2>
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This activity helps students learn interesting facts about one another. Have your students stand in a circle. Next, take a ball of yarn or string and hold on to the end of the it while passing the ball to another student.</div>
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<img alt="Young students sit in rows, raising their hands to answer the teacher's question." class="size-full wp-image-1650 aligncenter" height="400" src="https://www.prodigygame.com/blog/wp-content/uploads/2018-03-14-Class-with-raised-hands-1.jpg" style="border: 0px; box-sizing: border-box; clear: both; display: block; height: auto; margin: 0px auto; max-width: 100%; vertical-align: middle;" width="600" /></div>
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<span style="box-sizing: border-box;">Ask this student an interesting question such as “If you could travel anywhere in the world, where would you go and why?”</span></div>
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<span style="box-sizing: border-box;">Once they have answered the question, have them pass the ball of yarn to another student in the circle and ask them a question. When all your students have had their turn, explain that the web they created represents the uniqueness of your classroom — and that their participation makes the classroom a special place for learning and creativity.</span></div>
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First day of school activities: Final Thoughts</h2>
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<span style="box-sizing: border-box;">It’s important to pair fun and kindness with clear and firm expectations — so think of the first day of school as your chance to demonstrate your ability to conduct activities that are both enjoyable </span><i style="box-sizing: border-box;">and </i><span style="box-sizing: border-box;">orderly.</span></div>
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<span style="box-sizing: border-box;">See which activities on this list appeal to you most, and try them out yourself as a memorable back to school introduction!</span></div>
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Sita Rahmahhttp://www.blogger.com/profile/12298002931395331640noreply@blogger.com0tag:blogger.com,1999:blog-3218641716941214747.post-41805594870270839442018-10-22T10:27:00.003-07:002021-09-21T08:34:54.916-07:00105 Report Card Comments by Justin Raudys<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="color: red;">105 Report Card Comments to Use and Adapt</span></h1>
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<span class="posted-on" style="box-sizing: border-box; margin-right: 10px;"><span class="fa fa-calendar" style="-webkit-font-smoothing: antialiased; box-sizing: border-box; display: inline-block; font-family: FontAwesome; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: 1; margin-right: 3px; text-rendering: auto; transform: translate(0px, 0px);"></span> This sample of report or comments will help the teachers. Thanks Justin !</span></div>
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<div class="separator" style="clear: both; text-align: center;"><a href="https://1.bp.blogspot.com/-awKuMLTaao8/YUn7jAe1Q9I/AAAAAAAAXM0/KXIv41AYOVo9syUl3YmE_QYi0kg4oCMrACLcBGAsYHQ/s640/454.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="480" data-original-width="640" height="298" src="https://1.bp.blogspot.com/-awKuMLTaao8/YUn7jAe1Q9I/AAAAAAAAXM0/KXIv41AYOVo9syUl3YmE_QYi0kg4oCMrACLcBGAsYHQ/w431-h298/454.jpg" width="431" /></a></div><br /><span class="posted-on" style="box-sizing: border-box; margin-right: 10px;"><br /></span></div>
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<span class="posted-on" style="box-sizing: border-box; margin-right: 10px;"><time class="entry-date published" datetime="2018-04-30T16:31:48+00:00" style="box-sizing: border-box; font-size: 13px; transition: all 0.3s ease 0s;">A<a href="https://www.prodigygame.com/blog/report-card-comments/" rel="bookmark" style="box-sizing: border-box; color: #6b6b6b; text-decoration-line: none; transition: all 0.3s ease 0s;">pril 30, 2018</a></time></span><span class="byline" style="box-sizing: border-box; display: inline; margin-right: 0px;"> <span class="fa fa-user" style="-webkit-font-smoothing: antialiased; box-sizing: border-box; display: inline-block; font-family: FontAwesome; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: 1; margin-right: 3px; text-rendering: auto; transform: translate(0px, 0px);"></span> <span class="author vcard" style="box-sizing: border-box; margin-right: 10px;"><a class="url fn n" href="https://www.prodigygame.com/blog/author/jraudys/" style="box-sizing: border-box; color: #6b6b6b; font-size: 13px; text-decoration-line: none; transition: all 0.3s ease 0s;">Justin Raudys</a></span></span> <span class="cat-links" style="box-sizing: border-box; margin-right: 10px;"><span class="fa fa-folder-open-o" style="-webkit-font-smoothing: antialiased; box-sizing: border-box; display: inline-block; font-family: FontAwesome; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: 1; margin-right: 3px; text-rendering: auto; transform: translate(0px, 0px);"></span> </span></div>
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<span class="cat-links" style="box-sizing: border-box; margin-right: 10px;"><a href="https://www.prodigygame.com/blog/category/teacher-resources/" rel="category tag" style="box-sizing: border-box; color: #6b6b6b; font-size: 13px; text-decoration-line: none; transition: all 0.3s ease 0s;">Teacher Resources</a> https://www.prodigygame.com/blog/report-card-comments/</span></div>
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<span style="box-sizing: border-box;">Just about every teacher agrees: report card comments are important. But there are few who actually look forward to writing them.</span></div>
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<span style="box-sizing: border-box;">Why?</span></div>
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<span style="box-sizing: border-box;">Because every instructor knows working under tight deadlines to create upwards of 20 unique and detailed reports isn’t exactly straightforward (or particularly fun).</span></div>
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<span style="box-sizing: border-box;">And while no one at your school knows your students better than you do, writing valuable report card comments for each of them can be </span>a huge challenge<span style="box-sizing: border-box;">.</span></div>
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<span style="box-sizing: border-box;">That’s why we created a list of <span style="box-sizing: border-box; font-weight: 700;">105 sample report card comments</span> to help you find ideas, inspiration, and insights while writing your own assessments.</span></div>
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<span style="box-sizing: border-box;">The report card comments in this list will help you:</span></div>
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<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">Instill a </span><a href="https://www.prodigygame.com/blog/growth-mindset-in-students/" rel="noopener" style="box-sizing: border-box; text-decoration-line: none; transition: all 0.3s ease 0s;" target="_blank">growth mindset in students</a></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">Write stronger leads and use livelier language in your evaluations</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">Build stronger home-to-school connections through written assessments</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">Choose the right phrasing when writing positive and negative report card comments</span></li>
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<span style="font-size: small;">Character Traits (Positive Comments)</span></h2>
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<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ is confident, positive and a great role model for his/her classmates.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ is frequently among the first to help and mentor other classmates. He/she is a valuable part of the classroom.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ has shown excellent ability to set goals and be persistent in achieving them.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ is interested in his/her own learning, listens attentively, and makes a solid effort to avoid distractions that could interrupt the learning process.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ is accountable and responsible. He/she makes smart decisions, admits mistakes and listens to opportunities to improve.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ relates well to classmates and is appreciative of different perspectives and experiences.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ manages his/her emotions maturely and responds to feedback appropriately.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ always looks for ways to be helpful in the classroom.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ is dependable and reliable, follows directions effectively, and follows through on his/her commitments to (him/her)self and others.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ is thoughtful, insightful and thorough in written and verbal communication, and has a talent for expressing his/her ideas clearly.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ works well with classmates in group work and often takes a leadership role.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ shows a positive attitude with classmates in group projects and activities, and both takes and gives suggestions and directions effectively.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ shows maturity when solving problems with classmates and uses good communication.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ excels at applying what he/she learns in the classroom to real-world and real-life situations.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">It has been a pleasure to have _______’s enthusiasm, positivity and maturity in my class.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ is an enthusiastic member of the class and shows willingness to learn.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ shows responsible behavior, works well with a group and shows appreciation for the efforts of classmates.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ is focused during class and contributes ideas willingly.</span></li>
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<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ is focused in class and willingly participates in group discussion.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ is very conscientious and shows excellent effort and care with daily work.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ demonstrates a willing and conscientious effort in his/her daily work.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ shows a conscientious effort to learn.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ has done a great job facing and overcoming big challenges this year. Please continue to nurture and encourage this behavior over the summer.</span></li>
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<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ shows responsibility and follows directions whenever they are given.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ listens to and follows directions precisely and attentively.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ follows directions promptly and accurately.</span></li>
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<span style="font-size: small;">Character Traits (Needs Improvement)</span></h2>
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<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ is encouraged to demonstrate more responsible attitudes and behavior in the classroom.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ needs to show more appropriate behavior when interacting with classmates.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ needs to pay attention to use of appropriate language at all times</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ requires encouragement to listen attentively during group sharing times.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ needs to listen to directions more attentively during lessons.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ would benefit from showing a greater desire to contribute ideas in class.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ needs frequent reminders to be attentive during instructions and lessons.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ needs to improve his/her cooperation in group settings. He/she should work on voicing feelings and opinions and listening to others.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ needs to improve his/her work with others. He/she must ensure to accept a share of the work when participating in a group assignment.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ needs to improve on working independently and be sure to ask for assistance only when it is needed.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ performs independent work with confidence and focus.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ works independently and takes pride in work done well.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ often struggles to focus in class, which harms his/her ability to engage well with class activities and assignments.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ is encouraged to use time wisely to finish tasks in the time required.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ is encouraged to be more responsible in completing tasks without needing regular reminders.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ needs to show by the quality of work and use of class time that he/she is properly engaged in the learning process.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ consistently needs reminders to use time effectively.</span></li>
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<span style="font-size: small;">Math (General Comments)</span></h2>
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<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ is having considerable difficulty with math. I recommend he/she work on studying ________ and ________. This extra practice will help him/her feel more relaxed when doing math in the classroom. Please contact me if you need materials to get him/her started.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ has a good understanding of all math concepts taught so far this year. He/she continues to turn in excellent assignments and especially enjoys hands-on math activities.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ has a positive attitude towards math but continues to have trouble in a few key areas. He should practice every evening at home. Areas that need extra attention are ________ and ________ .</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ demonstrates a good understanding of all math concepts studied and communicates with clarity and good justification of reasoning.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ needs to work on increasing his/her speed in math facts. He/she should continue with daily practice with a focus on addition, subtraction, multiplication and division.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ seems to need continuous encouragement in math. He/she continues to struggle with basic math concepts for his/her grade level.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ is having a difficult time in certain areas of math. Areas in need of extra work are ________ . Working on these problem areas every night would help improve his/her learning outcomes.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ is struggling to keep up in math. He/she could benefit from practicing the multiplication table and should also continue to practice the long division process.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ is easily distracted during math lessons and behavioral issues are interfering with his/her learning. We will be working on more difficult subjects and he/she will struggle if he/she does not pay attention in class.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ is having trouble with math tests. He/she does well on assignments, but does not seem to retain information for tests. I always give a week’s notice before tests, so please be sure ________ studies and adequately prepares for them as they approach.</span></li>
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<span style="font-size: small;">Addition and Subtraction</span></h2>
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<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ is able to calculate addition and subtraction facts to 18 with confidence and accuracy.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ is becoming more able to calculate addition and subtraction facts to 18 with confidence and accuracy.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ requires more time and practice in calculating addition and subtraction facts to 18</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ needs to put more effort into learning to calculate addition and subtraction facts to 18.</span></li>
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<span style="font-size: small;">Skip Counting</span></h2>
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<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ is able to skip count forward and backward by twos, fives, tens, and hundreds to complete short patterns.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ is learning to skip count forward and backward by twos, fives, tens, and hundreds to complete short patterns.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ needs practice with skip counting forward and backward by twos, fives, tens, and hundreds to complete short patterns.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ needs considerable practice with skip counting forward and backward by twos, fives, tens, and hundreds to complete short patterns.</span></li>
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<span style="font-size: small;">Place Value</span></h2>
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<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ is able to demonstrate place value concepts to give meaning to numbers from zero to 1000, identifying ones, tens, and hundreds.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ is developing an understanding of place value concepts to give meaning to numbers zero to identifying ones, tens, and hundreds.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ requires more time and practice to demonstrate place value concepts to give meaning to numbers 0 to 1000, identifying ones, tens, and 100s.</span></li>
</ul>
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<span style="font-size: small;">Comparing Numbers</span></h2>
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<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ is able to compare numbers to 1000 using terms such as greater or less and greatest or least.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ is learning to compare numbers to 1000 using terms such as greater or less and greatest or least.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ requires support to compare numbers to 1000 using terms such as greater or less and greatest or least.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ demonstrates a limited understanding in comparing numbers to 1000 using terms such as greater or less and greatest or least.</span></li>
</ul>
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<span style="font-size: small;">Addition with regrouping</span></h2>
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<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ can demonstrate and explain the process of addition of whole numbers up to 100, with and without regrouping.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ requires ongoing support to demonstrate and explain the process of addition of whole numbers up to 100 with and without regrouping.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ requires considerable attention and individual instruction to demonstrate and explain the process of addition of whole numbers up to 100 with and without regrouping.</span></li>
</ul>
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<a href="https://www.prodigygame.com/blog/math-word-problems/" rel="noopener" style="box-sizing: border-box; text-decoration-line: none; transition: all 0.3s ease 0s;" target="_blank"><span style="color: black; font-size: small;">Word problems</span></a></h2>
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<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ is able to complete word problems using one- and two-digit addition, showing his/her work and writing a full sentence answer.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ is becoming more confident in his/her ability to complete word problems using one- and two-digit addition, showing his/her work and writing a full sentence answer.</span></li>
</ul>
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<span style="font-size: small;">Language (General)</span></h2>
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<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ ’s (comprehension, spelling, reading) has greatly improved, but he/she still needs extra work in (comprehension, spelling, reading). Please contact me if you need supplemental learning materials to use at home for practice.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ is conscious of putting care into his/her daily writing work, and frequently goes beyond the minimum requirements for assignments.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ has trouble with his handwriting. I believe he/she can form letters well, but has to slow down and take a little more time. Neater handwriting will improve his/her schoolwork overall.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ makes a good effort to make his/her handwriting legible. He/she is able to print on the lines, use good spacing, and form letters correctly.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ needs to focus on her spelling. More improvement is needed in the areas of (dictation, weekly spelling tests, sentence structure). Daily practice at home will help improve his/her results.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ shows the ability to quickly use spelling, punctuation and grammar rules that were recently taught. He/she is able to quickly learn new skills and is eager to apply them to his/her writing.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ is having considerable difficulty with reading, particularly with fluency and comprehension.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ speaks well in front of the class, but requires improvement in written language. He/she is having trouble with (dictation, copying words correctly, story writing, creating logical sequences). Further practice is needed in this area.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ continues to make excellent progress in spelling and reading. He/she works hard to submit work that is free of grammatical errors.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ has difficulty remembering previously- discussed writing skills and often makes errors with punctuation, grammar, and overall sentence structure. Basic writing skills need improvement.</span></li>
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<span style="box-sizing: border-box;"><span style="font-size: small;">Reading Responses</span></span></h2>
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<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ is able to offer direct responses to his/her readings and supports ideas with sound reasoning and specific examples.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ is learning to offer more direct responses to her reading experiences supported by reasons, examples, and details.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ needs frequent support to offer direct responses to his/her reading experiences supported by reasons, examples, and details.</span></li>
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<span style="box-sizing: border-box;"><span style="font-size: small;">Reading comprehension</span></span></h2>
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<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ shows good ability when completing reading comprehension tests.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ would benefit from extra practice with reading aloud and discussion of content.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ consistently demonstrates comprehension of short spoken texts by answering questions, and explaining the events described.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ consistently reads grade-level material independently.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ uses good editing skills and correctly places capitals, quotation marks, question marks, apostrophes, commas, and periods.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ is doing a good job of breaking a story into paragraphs</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ determines various forms of writing and identifies important ideas through the development of insightful questions and answers.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ is able to analyze character actions, story plots, and shows strong fluency with reading.</span></li>
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<span style="font-size: small;">Response Journal</span></h2>
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<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ uses correct spelling, grammar and punctuation when writing simple sentences.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ is encouraged to show increased attention to the use of correct spelling, grammar and punctuation with general writing skills.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ needs more time and practice in the use of correct spelling, grammar and punctuation with general writing skills.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ requires considerable assistance to achieve the correct spelling, grammar and punctuation when writing simple sentences.</span></li>
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<span style="font-size: small;">Note taking</span></h2>
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<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ shows an excellent understanding of note taking from lectures and readings in preparation for tests and assignments.</span></li>
<li style="box-sizing: border-box;"><span style="box-sizing: border-box;">________ requires ongoing support to develop an understanding of note taking from lectures and readings in preparation for tests </span></li><li style="box-sizing: border-box;"><span style="color: #5a5a5a; font-family: "Roboto Slab", serif;">Report Card Comments: Final Thoughts</span></li></ul>
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<span style="box-sizing: border-box;">The Ontario Ministry of Education’s </span><em style="box-sizing: border-box;"><a href="http://www.edugains.ca/resourcesAER/PrintandOtherResources/ReportingStudentLearningREV2ndOct15.pdf" rel="noopener" style="box-sizing: border-box; color: #16bc9c; text-decoration-line: none; transition: all 0.3s ease 0s;" target="_blank">Guidelines for Effective Teacher-Parent-Student Communication</a></em><span style="box-sizing: border-box;"> observe that “personalized, clear, precise, and meaningful report card comments are </span>essential for informing students and their<span style="box-sizing: border-box;"> parents about </span><span style="box-sizing: border-box; font-weight: 700;">what students have learned, their strengths as learners, and the next steps for improvement</span><span style="box-sizing: border-box;">.”</span></div><div style="box-sizing: border-box; color: #6b6b6b; font-family: "Open Sans"; margin-bottom: 10px;">Among the pressure and deadlines of writing report cards, it can be helpful to keep these key goals in mind.</div>
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<span style="box-sizing: border-box;">Get inspired by the 105 examples — and strategies for success — above to ensure that precision, clarity, and meaning shine through in your report card comments.</span></div>
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<span style="box-sizing: border-box;">When it comes time to hand out your report cards, you can do so with the full confidence that you are doing yourself — and each of your students — the justice your hard work deserves.</span></div>
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Sita Rahmahhttp://www.blogger.com/profile/12298002931395331640noreply@blogger.com0tag:blogger.com,1999:blog-3218641716941214747.post-66426522742220398352018-10-21T19:26:00.001-07:002018-10-21T19:28:23.566-07:00Teori Tikon Ki Hajar Dewantara<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="background: 0px 0px; border: 0px; font-weight: 700; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">TRIKON</span> <i style="background: 0px 0px; border: 0px; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">kontinyu, konvergen dan konsentris.</i> Teori TRIKON ditemukan oleh Ki Hadjar Dewantara untuk <em style="background: 0px 0px; border: 0px; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">melestarikan dan mengembangkan kebudayaan nasional Indonesia.</em></div>
merupakan kependekan dari istilah<br />
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<li style="background: 0px 0px; border: 0px; margin: 0px; outline: 0px; padding: 0px; text-align: justify; vertical-align: baseline;"><b style="background: 0px 0px; border: 0px; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;"><i style="background: 0px 0px; border: 0px; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Kontinyu</i></b> artinya <em style="background: 0px 0px; border: 0px; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">dalam melestarikan kebudayaan asli Indonesia kita harus terus menerus dan berkesinambungan.</em> Teori Kebudayaan itu dilakasanakan dengan memasukan mata pelajaran muatan lokal, melakukan upacara-upacara adat, mementaskan keseruan daerah dan lain-lain.</li>
<li style="background: 0px 0px; border: 0px; margin: 0px; outline: 0px; padding: 0px; text-align: justify; vertical-align: baseline;"><b style="background: 0px 0px; border: 0px; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;"><i style="background: 0px 0px; border: 0px; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Konvergen</i></b> artinya <em style="background: 0px 0px; border: 0px; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">dalam upaya mengembangkan kebudayaan nasional Indonesia kita harus memadukan dengan kebudayaan asing yang dipandang dapat memajukan bangsa Indonesia.</em> Dalam memadukan itu (konvergensi) dilakukan dengan memilih dan memilah kebudayaan yang sesuai dengan kepribadian Pancasila (selektif) dan pemaduannya harus secara alami dan tidak dipaksakan (adaptatif).</li>
<li style="background: 0px 0px; border: 0px; margin: 0px; outline: 0px; padding: 0px; text-align: justify; vertical-align: baseline;"><b style="background: 0px 0px; border: 0px; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;"><i style="background: 0px 0px; border: 0px; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Konsentris</i></b> artinya <em style="background: 0px 0px; border: 0px; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">dalam pergaulan dengan bangsa-bangsa lain di dunia kita harus berusaha menyatukan kebudayaan nasional kita dengan kebudayaan Junia (global) dengan catatan harus tetap berpegang pada ciri khas kepribadian bangsa Indonesia (berdasarkan Pancasila).</em></li>
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<a href="https://4.bp.blogspot.com/-actU3ndEPLQ/W8008HCTWYI/AAAAAAAAKhc/ZPSTkcytVo48oK2GiOWA4JTfNPOIuzUbwCLcBGAs/s1600/WhatsApp%2BImage%2B2018-10-22%2Bat%2B09.21.47.jpeg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="1025" data-original-width="1080" height="303" src="https://4.bp.blogspot.com/-actU3ndEPLQ/W8008HCTWYI/AAAAAAAAKhc/ZPSTkcytVo48oK2GiOWA4JTfNPOIuzUbwCLcBGAs/s320/WhatsApp%2BImage%2B2018-10-22%2Bat%2B09.21.47.jpeg" width="320" /></a> <em style="background: 0px 0px; border: 0px; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Teori TRIKON ini dapat diterapkan dalam segala unsur kebudayaan, baik yang berapa ilmu pengetahuan dan teknologi (IPTEK), keimanan dan ketaqwaan terhadap Tuhan Yang Maha Esa (IMTAQ), etika susila, estetika dan seni, maupun daiam keterampilan hidup (life skill)</em>.Melalui penggunaan teori TRIKON dimaksudkan agar dalam upaya mewujudkan masyarakat tertib damai dan mewujudkan hidup yang salam bahagia bangsa Indonesia dapat duduk sama rendah, berdiri sama tinggi dengan bangsa-bangsa lain di dunia, serta dapat maju modern yang tetap di atas kepribadian Pancasila.</div>
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Sumber : <span style="background: 0px 0px; border: 0px; font-weight: 700; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">PENDIDIKAN KETAMANSISWAAAN JILID III Disusun oleh </span><span style="font-weight: 700;">Ki Soenarno Hadiwijoyo</span><span style="font-weight: 700;"> </span><span class="skimlinks-unlinked" style="background: 0px 0px; border: 0px; font-weight: 700; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Hal.44</span></div>
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Sita Rahmahhttp://www.blogger.com/profile/12298002931395331640noreply@blogger.com0tag:blogger.com,1999:blog-3218641716941214747.post-83793022734321497302018-09-19T02:56:00.002-07:002021-10-10T09:56:01.299-07:00BANTU-BANTU NYAMPUL BUKU <div dir="ltr" style="text-align: left;" trbidi="on">
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<span aria-hidden="true" class="_6spk" role="presentation" style="color: #616770; font-family: inherit; font-size: 12px; font-weight: normal;">KILAS BALIK </span></h5>
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BANTU-BANTU NYAMPUL BUKU </div>
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Minggu, 16 Juli 2017 kakak-kakak <a class="_58cn" data-ft="{"type":104,"tn":"*N"}" href="https://www.facebook.com/hashtag/1n3b?source=feed_text&__xts__%5B0%5D=68.ARBCSAIXTDrrh3IbIT84pamR-G-fPGfkZ1zP3CNImXjVu2UpTUjoCEVcalUVF91dHMZ04rBRQH_E5bSOzPqiExJQj0yORJI67Yf4kGKQrn0RvIdtIQijnNphRFVtk-brBcVBthouEp4cYHH6HFbkFD-PzOSpVlNik_zujHep78Ciwn4Pt0i7Pn4&__tn__=%2ANK-R" style="color: #365899; cursor: pointer; font-family: inherit; text-decoration-line: none;"><span class="_5afx" style="direction: ltr; font-family: inherit; unicode-bidi: isolate;"><span aria-label="hashtag" class="_58cl _5afz" style="font-family: inherit; unicode-bidi: isolate;">#</span><span class="_58cm" style="font-family: inherit;">1N3B</span></span></a> Yang terlibat dalam project Manipa, Maluku kembali beraksi. Kali ini kakak2 melanjutkan pekerjaan atau tugas menyampul buku2 yang akan di bawa ke Manipa nanti eh tak lupa buku2 tersebut di input juga. Target buku 2000 sudah terlampaui. Kami berdatangan dari berbagai wilayah Jakarta, Bekasi, Depok atau pun kota Bogor bahkan Semarang. Kami bersemangat bahu membahu untuk menyelesaikan penyampulan buku2 tersebut.</div>
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<span style="font-family: inherit;">Oh ya komunitas 1N3B atau 1 Nusa 1 Bangsa 1 Bahasa 1 Bumi percaya bahwa PENDIDIKAN MESTINYA BEBAS SEKAT GEOGRAFIS, SUKU, AGAMA, RAS dan GOLONGAN SOSIAL akan membuat Rumah Baca di Pulau Manipa, Maluku yang akan dilaksanakan pada bulan September nanti. Di samping itu kakak -kakak 1N3B nanti akan menampilkan beberapa percobaan SAINS dimana adik-adik disana, yang meliputi siswa siswi SD dan PAUD akan terlibat secara aktif dalam berbagai kegiatan tersebut. Bukan hanya adik-adik, para remaja dan orang tua termasuk Ibu-ibu akan turut berpartisipasi dalam kegiatan kami. Doain semoga lancar dan sukses ya teman-teman.</span></div>
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<span style="font-family: inherit;">Kakak - kakak ingin berbagi kegembiraan bersama kepada mereka melalui berbagai kegiatan praktik langsung, kelas inspirasi di samping memberikan ilmu pengetahuan lainnya yang berdaya guna tentunya.</span></div>
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Adik-adik PAUD juga akan belajar mengenai pengetahuan dasar tentang aktivitas kehidupan sehari - hari sehingga mereka menjadi pribadi lebih mandiri, percaya diri serta dapat menolong diri sendiri.</div>
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Tugas gadis penyampul sudah selesai, Selamat ya!! Selanjutnya kakak - kakak masih harus mencari dana lagi untuk lancarnya acara tsb. Diantaranya dengan menjual merchandise berupa tas belanja, dry bag, pouch dan pin cantik. Di samping itu kakak - kakak juga akan mengadakan penjualan baju - baju bekas layak pakai. Nah tuk temen - temen yang mempunyai baju - baju yang sudah tidak terpakai yuk jangan segan untuk menghubungi saya ya. Langsung kirim ke kantor yang alamat lengkapnya bisa di japri.</div>
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<span style="font-family: inherit;">Ada beberapa teman yang tanya, BAGAIMANA SIH CARA IKUT KEGIATAN INI? Gampang teman antara lain yaitu :</span></div>
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<span style="font-family: inherit;">1. Menjadi Donatur, bisa berpartisipasi berupa dana dan natura.</span><span style="font-family: inherit;"> </span></div>
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<span style="font-family: inherit;">2. Membeli merchandise, donasi buku dan bisa nyumbang apa saja yang kiranya bisa berguna untuk kepentingan pendidikan saudara kita di Manipa.</span></div>
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<span style="font-family: inherit;">3. Menjadi Relawan, yaitu yang antara lain</span><span style="font-family: inherit;"> </span></div>
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<span style="font-family: inherit;">- menjadi tim penyampul, ikutan bazar jual baju bekas, dan banyak lagi.</span><span style="font-family: inherit;"> </span></div>
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<span style="font-family: inherit;">- Ikut pergi ke Manipa, ikut mengeksekusi program atau kegiatan #1N3B tersebut diatas.</span></div>
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Jika ada diantara teman - teman yang tertarik untuk ikutan dan penasaran, jangan segan hubungi saya ya...</div>
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Kakak - kakak #1N3B siap membantu anda!</div>
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<span style="font-family: inherit;">Sekian dulu chao...</span></div>
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Sita Rahmahhttp://www.blogger.com/profile/12298002931395331640noreply@blogger.com0tag:blogger.com,1999:blog-3218641716941214747.post-46557173589840846862018-09-19T02:46:00.005-07:002018-09-19T02:58:55.690-07:00<div dir="ltr" style="text-align: left;" trbidi="on">
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</span><span class="r_1e9tuuuqe1" style="font-family: inherit;"><span class="fsm fwn fcg" style="color: #90949c; font-family: inherit;"><span style="color: #616770; font-family: inherit;"><span style="cursor: pointer;">November 5, </span></span></span></span></div>
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<span class="r_1e9tuuuqe1" style="font-family: inherit;"><span class="fsm fwn fcg" style="font-family: inherit;"><span style="font-family: inherit;"><span style="cursor: pointer;"><b> BELAJAR NGAJARIN ANAK SANTRI YATIM OPICK TOMBO ATI</b></span></span></span></span></div>
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<span style="font-family: inherit; text-align: justify;">Sharing knowledge...</span></div>
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Sunday, Nov 5 2017 im joining Nikonly goes to Anak Santri. Its part of charity activities of Nikonly community to teach the orphans in Opik foundation. Anak means kid, Santri means student. My first student was Lingga in a year of 2015. Today i have 2 students, Zed and Aldi. They are smart Kids, easily understand when i explained about photography. They were able to name part of camera, and understand the basic knowledge. They were also learned the camera handling and how to take care of it. They enjoy taking pictures and able to apply the basic knowledge they learned, like when to use big aperture, using proper ISO and shutter speed, rule of third etc and etc. Good job Zed and Aldi. Keep it up!</div>
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Sita Rahmahhttp://www.blogger.com/profile/12298002931395331640noreply@blogger.com0