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3995565#12
شورای هماهنگی نیروهای انقلاب اسلامی
شورای هماهنگی اواسط سال ۸۳ برای انتخاب نامزد اصول‌گرایان، یک گروه پنج‌نفره متشکل از علی‌اکبر ناطق نوری، حبیب‌الله عسگراولادی، محمدرضا باهنر، محمدرضا جمشیدی و حسین فدایی را ایجاد کرد. این افراد به ترتیب به عنوان رئیس شورای هماهنگی، دبیرکل جبهه پیروان خط امام و رهبری، دبیر کل جامعه اسلامی مهندسین، نماینده جامعه مدرسین حوزه علمیه قم و دبیرکل جمعیت ایثارگران انقلاب اسلامی انتخاب شده بودند. بر اساس چارچوب تنظیم شده، ۵ نفر از نیروهای شورای هماهنگی وارد عرصه رقابت شدند تا طبق نظرسنجی‌ها، کاندیدای نهایی انتخاب شود. تعلل شورای هماهنگی در معرفی کاندیدای نهایی موجب شد در ۲۷ آذر ۱۳۸۳ علی‌اکبر ولایتی از فرایند این شورا کناره‌گیری کند. از سوی دیگر احمدی‌نژاد هم با این شورا ناسازگاری داشت. او معتقد بود که ناطق نوری و جناح راست پیشاپیش تصمیمشان را برای حمایت از ولایتی یا لاریجانی گرفته‌اند؛ لذا حاضر به تن دادن به خروجی شورای هماهنگی نبود. ناطق نوری هم افکار احمدی‌نژاد را فضایی و تخیلی می‌دانست.
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3995565#13
شورای هماهنگی نیروهای انقلاب اسلامی
بدنه اجتماعی شورای هماهنگی که در انتخاب لاریجانی نقشی نداشتند، به علت تأمین نشدن رأی آن‌ها و عدم دخالت در تصمیم‌گیری، تصمیم اتخاذشده را نپذیرفتند و لاریجانی عملاً نامزد منتخب «بخش احزاب شورای هماهنگی» نامیده شد. دهه اول اسفند ۸۳ به پایان نرسیده بود که اخبار از ایجاد «شورای هماهنگی ۲» یا به تعبیری «بخش اجتماعی شورای هماهنگی» حکایت داشت.
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3995565#14
شورای هماهنگی نیروهای انقلاب اسلامی
شورا در ۲۱ اسفندماه علی لاریجانی را زودتر از موعد به عنوان کاندیدای نهایی برگزیده و معرفی کرد که باعث جدایی رسمی احمد توکلی، محسن رضایی، محمود احمدی‌نژاد و محمدباقر قالیباف از آن‌ها شد. با پیوستن ولایتی به ائتلاف چهار کاندیدا، حلقه ائتلاف بیرون از شورای هماهنگی کامل شد. این تحول جدید، بازگشت به همان ایده‌های اصولی و عقلانی است که شورای هماهنگی نتوانسته بود آن را عملیاتی سازد. این چهار نفر ائتلاف جدیدی را شکل داده و با امضای میثاق‌نامه‌ای، فعالیت انتخاباتی را به صورت مستقل از شورای هماهنگی ادامه دادند. مهدی چمران و علیرضا زاکانی به ترتیب به عنوان سخنگو و دبیر اجرایی ستاد انتخاباتی ائتلاف آبادگران انتخاب شده و قالیباف به عنوان کاندیدای نهایی آبادگران معرفی شد. اما با ناموفق ماندن فرایند وحدتِ «شورای هماهنگی ۲»، رضایی و احمدی‌نژاد نیز برای شرکت در انتخابات آماده شدند و تنها توکلی به نفع قالیباف کناره‌گیری کرد. جمعیت ایثارگران که از حامیان احمدی‌نژاد بود، به فاصله چند روز مانده به ثبت نام داوطلبان، به جمع حامیان قالیباف پیوست. ولایتی نیز به نفع هاشمی رفسنجانی کنار رفته و رضایی هم سه روز قبل از انتخابات انصراف داد.
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3995565#15
شورای هماهنگی نیروهای انقلاب اسلامی
با برگزاری انتخابات در ۲۷ خرداد ۱۳۸۴ و راه‌یابی اکبر هاشمی رفسنجانی و محمود احمدی‌نژاد به دور دوم، اصول‌گرایان آرایش انتخاباتی متفاوتی داشتند چرا که احمدی‌نژاد حاضر به پذیرش چارچوب‌های ائتلاف نشد. جامعه مدرسین و جامعه روحانیت نظر جدیدی ارائه نکردند و شورای هماهنگی هم که در مرحله نخست از لاریجانی حمایت کرده بود، در مرحله دوم سکوت اختیار کرد. همچنین جبهه پیروان خط امام و رهبری و حزب مؤتلفه اسلامی هر دو نامزد را اصول‌گرا خوانده و از حمایت فرد خاصی خودداری کردند. با این حال جامعه اسلامی مهندسین و جمعیت ایثارگران و احمد توکلی با صدور بیانیه‌ای از احمدی‌نژاد حمایت کردند.
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3995565#16
شورای هماهنگی نیروهای انقلاب اسلامی
ناطق نوری سعی کرده بود در قالب شورای هماهنگی، نامزدهای انتخابات ریاست جمهوری را گردهم آورد و از میان آنان، یک نفر را به عنوان نامزد نهایی معرفی کند. او پس از جلسات متعدد، علی لاریجانی را که از نظر مشی سیاسی شباهت‌های زیادی به خود داشت، به عنوان نامزد نهایی اصول‌گرایان معرفی کرده بود اما این انتخاب چندان به مذاق دیگر اصول‌گرایان خوش نیامد. در این میان، محمود احمدی‌نژاد که نامزدِ مستقلِ از این جریان بود، وارد انتخابات ریاست‌جمهوری شده و توانسته بود با پیروزی بر تمام رقبای مشهور خود، به ریاست قوه مجریه دست یابد.
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3995565#17
شورای هماهنگی نیروهای انقلاب اسلامی
مهرماه ۱۳۸۴ نشست سران شورای هماهنگی سراسر استان‌ها برگزار شد. در این نشست، ناطق نوری مسئولیت اجرایی ایجاد تغییرات در شورای هماهنگی را نپذیرفت و این مسئولیت به علی لاریجانی رسید. همچنین مقرر شد که ناطق نوری همچنان در شورای هماهنگی بماند و هیئت مؤسس ۱۵ نفره نیز تشکیل شود اما این تصمیمات هرگز محقق نشد.
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3995565#18
شورای هماهنگی نیروهای انقلاب اسلامی
با این که حمایت از لاریجانی در انتخابات ریاست جمهوری، مصوبه کمیته منتخب شورای هماهنگی بود، جمعیت ایثارگران با این تصمیم چندان موافق نبود. عدم اجماع بر سر انتخاب یک کاندیدای واحد و در حالت کلی دخالت ندادن بدنه شورا در تصمیم‌گیری‌ها، به ایجاد انشقاق در شورا منجر شده و پس از کناره‌گیری ناطق نوری و جدایی جمعیت ایثارگران، در عمل فقط جبهه پیروان خط امام و رهبری در شورا باقی ماند. این شکاف گسترده در بین نیروهای اصول‌گرا، سر منشأ جدایی ناطق نوری از نیروهای اصول‌گرا شد. با روی کارآمدن احمدی‌نژاد، ناطق نوری به یکی از منتقدان دولت او تبدیل شد. احمدی‌نژاد در مناظره خود در خرداد ۱۳۸۸ اتهاماتی را به ناطق نوری و خانواده‌اش وارد کرده بود. این مباحث موجب دلخوری ناطق از احمدی‌نژاد شد و زمینه جدایی وی از جریان اصول‌گرایی را هر چه بیشتر فراهم کرد.
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3995565#19
شورای هماهنگی نیروهای انقلاب اسلامی
اسامی تعدادی از رؤسای استانی شورا به شرح زیر است:
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3995565#20
شورای هماهنگی نیروهای انقلاب اسلامی
شورای هماهنگی نیروهای انقلاب اسلامی تهران بزرگ تنها شاخه رسمی از شورای هماهنگی نیروهای انقلاب اسلامی است که پس از انحلال شورای سراسری در سال ۱۳۸۴، به فعالیت رسمی خود ادامه داد. مسئولیت این تشکیلات تا فرودین ۱۳۸۴ بر عهده پرویز سروری بود اما با بروز اختلافات بر سر انتخاب کاندیدای نهایی، سروری برکنار شده و منوچهر متکی جانشین او شد.
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3995565#21
شورای هماهنگی نیروهای انقلاب اسلامی
شورای هماهنگی در انتخابات مجلس نهم با یک فهرست ۳۰ نفره با نام «فهرست وحدت» حضور پیدا کرد که این فهرست اشتراکات فراوانی با فهرست جبهه متحد اصول‌گرایان داشت.
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3995565#22
شورای هماهنگی نیروهای انقلاب اسلامی
حمایت زودهنگام برخی از احزاب از جمله شورای هماهنگی از محمود احمدی‌نژاد در دهمین انتخابات ریاست‌جمهوری مناقشه‌برانگیز شده و واکنش‌های متفاوتی را در پی داشت. برخی تحلیل‌گران، این اقدام را آغاز انشقاق در اصول‌گرایان توصیف کردند.
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3995565#23
شورای هماهنگی نیروهای انقلاب اسلامی
سعید جلیلی کاندیدای منتخب شورا در انتخابات ریاست‌جمهوری ۱۳۹۲ اعلام شده بود. شورا یک روز بعد از اعلام این موضع، لیست نهایی خود برای چهارمین دوره انتخابات شورای شهر در تهران را نیز اعلام کرد.
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3995566#0
عبدالرضا حجازی
عبدالرضا حجازی (۱۳۱۲ یا ۱۳۱۳ در شهرضا - ۱۳۶۲) روحانی و واعظ ایرانی بود. حجازی در شهرضای اصفهان متولد گردید و پس از تحصیلات ابتدایی و متوسطه در حوزه علمیه اصفهان و قم به فراگرفتن علوم اسلامی پرداخت. وی پس از سالها اقامت در حوزه علمیه قم و آموختن سطوح عالیه و خارج در فقه و اصول و آموزش فلسفی، به تهران عزیمت نموده و دوره دانشکده الهیات و معارف اسلامی را در رشته فلسفه در تهران و آنکارا به پایان رسانید. حجازی در دهه چهل و پنجاه از جمله واعظانی بود که از روح‌الله خمینی حمایت می‌کردند. او در سال ۱۳۵۷ نامه‌ای انتقادی به خمینی نوشت. در سال ۱۳۶۱ به اتهام همکاری با آیت‌اله شریعتمداری و قطب زاده محاکمه و به هفت ماه زندان محکوم شد. اما به نوشته کتاب خاطرات ری‌شهری او اعدام شده‌است.
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3995566#1
عبدالرضا حجازی
به نوشته پرویز ثابتی، در سال‌های ۴۶ و ۴۷ شمسی ساواک برای ساکت کردن وعاظ و روحانیون مخالف حکومت پهلوی، پنج نفر از آن‌ها را توسط یکی از زنان همکار ساواک اغفال نمود تا ضمن برقراری رابطه جنسی از آن‌ها عکس و فیلم تهیه شود. این پنج نفر عبارت بودند از: محمدتقی فلسفی، عبدالرضا حجازی، محمود انصاری قمی، جعفر شجونی و سید محمدصادق لواسانی. در سال ۱۳۹۵ (حدود پنجاه سال بعد از ماجرا) شجونی در مصاحبه‌ای به این ماجرا اشاره کرد و صحت عکس‌های فلسفی را صراحتاً و عکس‌های خودش را به‌طور ضمنی تأیید نمود. رضا رشیدپور در مصاحبه با شجونی در برنامهٔ دید در شب در سال ۱۳۹۴، از او دربارهٔ روابط برخی روحانیون با زنان که پرویز ثابتی از کارکنان سابق ساواک مطرح کرده‌است سؤال کرد. شجونی گفت ساواک برای ۳۰۰ نفر از روحانیون «عکس‌هایی ترتیب داده بود» و این که «عکس‌هایی که به محمدتقی فلسفی نسبت دادند را گفتند واقعیت بود». شجونی گفت فلسفی به عنوان «محلل» با زنی در رابطه بوده و ساواک عکس‌هایی از آن به دست آورده بوده‌است. رشیدپور از شجونی دربارهٔ عکس‌های خود او پرسید که شجونی ابتدا آن عکس‌ها را مونتاژ دانست و در پی اصرار رشید پور گفت «انشالله مونتاژ بود». این اظهارات با اعتراض دفتر فلسفی رو به رو شد که این حرف‌ها را خلاف واقع دانستند.
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3995574#0
ویلدرفانک
ویلدرفانک (به هلندی: Wildervank) یک منطقهٔ مسکونی در هلند است که در فین‌دام واقع شده‌است. ویلدرفانک ۴٫۱۹۰ نفر جمعیت دارد.
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3995575#0
اوسکوئرت
اوسکوئرت (به هلندی: Usquert) یک منطقهٔ مسکونی در هلند است که در ایمس‌موند واقع شده‌است. اوسکوئرت ۱٬۳۳۰ نفر جمعیت دارد.
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3995576#0
اولروم
اولروم (به هلندی: Ulrum) یک منطقهٔ مسکونی در هلند است که در خرونینگن واقع شده‌است.
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3995578#0
استوم
استوم (به هلندی: Oostum) یک منطقهٔ مسکونی در هلند است که در وینسوم واقع شده‌است. استوم l نفر جمعیت دارد.
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3995579#0
فارم‌سوم
فارم‌سوم (به هلندی: Farmsum) یک منطقهٔ مسکونی در هلند است که در دلف‌زیل واقع شده‌است. فارم‌سوم ۲٫۵۱۰ نفر جمعیت دارد.
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3995580#0
فرانسوم
فرانسوم (به هلندی: Fransum) یک منطقهٔ مسکونی در هلند است که در زایدهورن واقع شده‌است.
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3995594#0
فرودگاه ۷۷
فرودگاه ۷۷ () فیلمی در ژانر اکشن و درام به کارگردانی جری جیمسون است که در سال ۱۹۷۷ منتشر شد.
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3995600#0
پاپ ژوان (فیلم ۱۹۷۲)
پاپ ژوان () فیلمی در ژانر درام به کارگردانی مایکل اندرسون است که در سال ۱۹۷۲ منتشر شد.
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3995603#0
یاغی مغرور
یاغی مغرور () یا غرور و تمرد در ایران فیلمی در ژانر وسترن به کارگردانی مایکل کورتیز است که در سال ۱۹۵۸ منتشر شد.
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3995608#0
دختر سفیر (فیلم ۱۹۵۶)
دختر سفیر () فیلمی در ژانر کمدی رمانتیک به کارگردانی نورمن کراسنا است که در سال ۱۹۵۶ منتشر شد.
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3995615#0
ژان-باتیست دبره
ژان-باتیست دِبره ، (زاده ۱۸ آوریل ۱۷۶۸ – درگذشته ۲۸ ژوئن ۱۸۴۸) نقاش فرانسوی است که تصاویر چاپ‌سنگی زیاد و باارزشی از برزیلی‌ها تهیه کرد.
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3995615#1
ژان-باتیست دبره
دبره در فرهنگستان هنرهای زیبای فرانسه درس خواند، در آنجا شاگرد ژاک لویی داوید (۱۷۴۸–۱۸۲۵) بود و به او کارهایش را شرح می‌داد. در دهه ۱۷۸۰ همراه استادش به رم رفت. شروع کارش در سال ۱۷۹۸ و از سالن (پاریس) بود و در آنجا دومین جایزه‌اش را به دست آورد.
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3995615#2
ژان-باتیست دبره
او در مارس ۱۸۱۶ به عنوان عضوی از به اصطلاح ماموریت هنری فرانسه به برزیل سفر کرد. آنها گروهی از هنرمندان و صنعتگران طرفدار بناپارت بودند که ملزم به آفرینش هنری و صنایع دستی در ریودوژانیرو شده بودند گروه تحت نظر جان ششم پرتغال و کنت د بارسا قرار داشتند که بعدها تحت نظر پدروی یکم برزیل رئیس آکادمی هنرهای زیبا شد.
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3995618#0
الگوریتم فریوالد
الگوریتم فریوالد یک الگوریتم تصادفی احتمالاتی در زمینهٔ ضرب ماتریس‌ها ست. ضرب دو ماتریس formula_1 × formula_1 به روش معمول از مرتبهٔ زمانی formula_3 است زیرا هر یک از formula_4 درایهٔ ماتریس اول در formula_1 درایه از ماتریس دوم ضرب می‌شود. یکی از نیازهای رایج در اعمال ریاضی مختلف در ماتریس‌ها، بررسی این موضوع است که اگر سه ماتریس formula_6، formula_7 و formula_8 داشته باشیم آیا formula_9. یک راه ساده محاسبهٔ formula_10 با روش رایج و چک کردن برابری درایه به درایهٔ آن با formula_8 است. این روش، قطعی است و خطایی ندارد اما برای formula_1های بزرگ بسیار زمان‌بر است. بهترین الگوریتم قطعی ارائه شده برای این کار از مرتبهٔ زمانی formula_13 است. الگوریتم فریوالد، به وسیلهٔ یک فرایند تصادفی، این مرتبهٔ زمانی را تا formula_14 کاهش می‌دهد و در formula_15 بار اجرای الگوریتم، احتمال خطای آن کم‌تر از formula_16 است.
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3995618#1
الگوریتم فریوالد
سه ماتریس formula_6، formula_7 و formula_8 داریم. یک ماتریس تصادفی formula_20 به نام formula_21 متشکل از ۰ و ۱ تولید می‌کنیم. خروجی این الگوریتم برای formula_22 «بله» و برای formula_23 «خیر» خواهد بود.برای مثال سه ماتریس formula_27 و formula_28 و formula_29 را در نظر بگیرید. می‌خواهیم formula_30 را بررسی کنیم.
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3995618#2
الگوریتم فریوالد
ماتریس تصادفی را formula_31 در نظر می‌گیریم؛ بنابراین:
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3995618#3
الگوریتم فریوالد
formula_32
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3995618#4
الگوریتم فریوالد
formula_33
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3995618#5
الگوریتم فریوالد
formula_34
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3995618#6
الگوریتم فریوالد
بنابراین طبق روابط بالا formula_22 و خروجی الگوریتم «بله» خواهد بود. اگر ماتریس تصادفی را formula_36 در نظر می‌گرفتیم، آنگاه:
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3995618#7
الگوریتم فریوالد
formula_37
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3995618#8
الگوریتم فریوالد
formula_38
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3995618#9
الگوریتم فریوالد
که در این حالت formula_23 و خروجی الگوریتم «نه» خواهد بود. در این مثال، کل حالات برای ماتریس formula_21 چهار حالت است که در نصف حالات (formula_31 و formula_42) خروجی الگوریتم «بله» و برای دو حالت دیگر خروجی «نه» خواهد بود؛ بنابراین در یک بار اجرای الگوریتم، به احتمال formula_43 خروجی الگوریتم «بله» خواهد بود که خروجی اشتباهی است. حال در صورتی که این الگوریتم را formula_15 بار اجرا کنیم، اگر تنها یک بار خروجی الگوریتم «نه» باشد، نشان می‌دهد که formula_45. بنابراین به احتمال formula_46 هر formula_15 خروجی الگوریتم «بله» خواهد بود و پاسخی اشتباه می‌دهد که با زیاد کردن formula_15 این احتمال خطا بسیار اندک می‌شود.
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3995618#10
الگوریتم فریوالد
فرض کنید formula_49 احتمال خطا در این الگوریتم باشد. ما اثبات می‌کنیم اگر formula_9، formula_51 و اگر formula_45، formula_53.formula_56
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3995618#11
الگوریتم فریوالد
formula_57
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3995618#12
الگوریتم فریوالد
در این حالت مستقل از مقدار درایه‌های formula_58، همیشه رابطه فوق برقرار است بنابراین:
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3995618#13
الگوریتم فریوالد
formula_59
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3995618#14
الگوریتم فریوالد
یعنی احتمال خطا در این حالت صفر است.
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3995618#15
الگوریتم فریوالد
فرض کنید formula_61
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3995618#16
الگوریتم فریوالد
که formula_62.
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3995618#17
الگوریتم فریوالد
جون formula_45، پس درایه‌ای از ماتریس formula_64 وجود دارد که صفر نیست. فرض می‌کنیم formula_65. بنابراین طبق تعریف ضرب ماتریس‌ها داریم:
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3995618#18
الگوریتم فریوالد
که formula_67 مقداری ثابت است. طبق قضیه بیز داریم:
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3995618#19
الگوریتم فریوالد
formula_68
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3995618#20
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داریم:
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3995618#21
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3995618#22
الگوریتم فریوالد
بنابراین: در نتیجه اثبات شد در این حالت احتمال اینکه الگوریتم خروجی اشتباه بدهد کوچک‌تر یا مساوی formula_73 است.
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3995618#23
الگوریتم فریوالد
مرتبه‌زمانی اجرای الگوریتم احتمالاتی فریوالد از formula_74 است در صورتی که بهترین الگوریتم قطعی معرفی شده برای این کار از مرتبهٔ زمانی formula_13 است. با توجه به اثبات ارائه شده، احتمال خطای الگوریتم فریوالد در هر بار اجرا کم‌تر یا مساوی formula_73 است که با formula_15 بار اجرای الگوریتم می‌توان به کران بالای formula_78 برای خطا رسید که برای formula_15های بزرگ مقداری ناچیز و قابل قبول است.
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3995627#0
تفنگ‌دار پنجم
تفنگ‌دار پنجم () فیلمی در ژانر درام به کارگردانی کن آناکین است که در سال ۱۹۷۹ منتشر شد.
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3995632#0
کاهش تغییر اقلیم
تلاش برای کاهش تغییر اقلیم ، نام مجموعه‌ای از کنش‌ها برای محدود کردن اندازه یا نرخ این‌گونه دگرگونی‌ها به ویژه گرمایش جهانی در درازمدت است. "کاهش دگرگونی‌های آب‌وهوایی" به‌طور کلی کاهش در دگرگونی‌های بشر ساخته (انسانی) در ایجاد و انتشار گازهای گلخانه‌ای (GHGs) است. کاهش خطر این دگرگونی‌ها را می‌توان با افزایش ظرفیت انباشتگاه‌های کربن، به عنوان مثال؛ از راه ایجاد و احیای جنگل نیز به دست آورد. اجرای سیاست‌های "کاهش دگرگونی‌های آب‌وهوایی" می‌تواند خطرهای گرم شدن کره زمین در اثر دخالت بشر را به مقدار قابل ملاحظه‌ای کاهش دهد.
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3995632#1
کاهش تغییر اقلیم
در گزارش ارزیابی سال ۲۰۱۴ مجمع بین‌المللی تغییرات آب‌وهوایی (آی‌پی‌سی‌سی IPCC)، آمده‌است: «"تلاش برای کاهش دگرگونی‌های آب‌وهوایی" مانند یک کالای مورد نیاز عمومی است؛ بنابراین، تغییرات آب و هوایی یک مورد تراژدی برای منابع مشترک است (اشاره به مقالهٔ دهکدهٔ Selsley Common در ۱۸۳۳). دست‌یابی به تغییر مؤثر در "کاهش دگرگونی‌های آب‌وهوایی"؛ تا زمانی که هر مصرف‌کننده مانند فرد، نهاد، یا کشور در پی منافع خودخواهانه خود به‌طور مستقل اقدام کند، در عمل کارآمد نخواهد بود، همکاری و اقدام جمعی لازم است. از سوی دیگر، برخی از اقدامات انطباقی، ویژگی‌های یک کالای خصوصی را دارند و انجام آن به‌طور مستقیم به افراد، مناطق، یا کشورهای بخصوصی؛ دست کم در کوتاه‌مدت، مربوط می‌شود. با این حال، تأمین مالی چنین فعالیت‌های تطبیقی به صورت یک موضوع درخور توجه، به ویژه برای افراد و کشورهای فقیر باقی می‌ماند.»
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3995632#2
کاهش تغییر اقلیم
نمونه‌هایی از این تلاش می‌تواند شامل حذف سوخت فسیلی با گرایش به سوی «منابع انرژی کم کربن» مانند انرژی‌های تجدیدپذیر و هسته‌ای، و گسترش جنگل‌ها و انباشتگاه‌های دیگر کربن برای نگاه‌داری مقدار بیشتری از دی‌اکسید کربن جو زمین باشد. استفاده بهره‌ورانه از انرژی می‌تواند به عنوان مثال از راه بهبود عایق‌بندی ساختمانها در این میان نقش مهمی ایفا کند. یکی دیگر از رویکردهای "کاهش دگرگونی‌های آب‌وهوایی"، مهندسی آب‌وهوا است.
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3995804#0
آکا-۱۰۳
اسلحه آکا-۱۰۳ ازجمله سلاح‌های سری آکا است. در این مدل روسها مجدداً به طرف کالیبر معروف ۳۹*۷٫۶۲ میلی‌متری رفته و از آن در این سلاح بهره برده‌اند. از سوی دیگر پایه طراحی این سلاح بر اساس آکا-۷۴ام قرار دارد و عمده بدنه آن از جنس پلیمر و قطعات پلاستیکی است.
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3995804#1
آکا-۱۰۳
در شوروی سابق و هم‌زمان با اوج‌گیری جنگ ویتنام، مطالعات بر روی نسل جدید سلاح‌ها آغاز شد. روسها با مطالعه بر روی اسلحه ام-۱۶ آمریکایی و مهمات جدید ۴۵*۵٫۵۶ میلی‌متری آن اسلحه آکا-۷۴ و مهمات ۳۹*۵٫۴۵ میلی‌متری را توسعه دادند. این مهمات به نسبت مدل قبلی روسی یعنی ۳۹*۷٫۶۲ میلی‌متری سبک‌تر بوده و از کشندگی بیشتری در برابر انسان برخوردار بود. اما ضریب نفوذ ان در اجسام سخت کمتر از نمونه اصلی بود روسها در ابتدا گونه آکا-۷۴ام را توسعه دادند. در این سلاح در حجم زیادی از مواد پلیمری استفاده شده و امکان نصب بهتر و راحت‌تر انواع سامانه‌های اپتیکی و نارنجک انداز نیز بر روی آن وجود دارد. خانواده آکا-۱۰۰ بر اساس همین مدل توسعه یافته‌است. اما آکا-۱۰۳ برای پاسخ به نیاز آن کاربرانی است که یک پلتفورم مدرن و به‌روزرسانی شده به همران فشنگ‌های قدرتمند ۳۹*۷٫۶۲ میلی‌متری را نیاز دارند..
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3995804#2
آکا-۱۰۳
کلاش ۱۳۳ نمونه ایرانی نسل جدید کلاشینکف روسی آکا-۱۰۳ است. (اسلحه پلیمری)
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3995804#3
آکا-۱۰۳
کلاش ۱۳۳ به دلیل استفاده از فشنگ با کالیبر سنتی آکا-۴۷ (کلاشنیکف) احتیاج به ورود حجم زیادی از مهمات یا صنایع فشنگسازی ندارد و هزینه‌ای کمتری برای ایران دربردارد کلاش ۱۳۳ در حقیقت یک مدل سبک‌تر و کنترل‌پذیرتر از خانواده کلاشنیکف‌های سری آکا-۴۷ و آکا-ام محسوب می‌شود. کلاش ۱۳۳ وزنی در حدود ۳ کیلو و ۶۰۰ گرم داشته و طول آن ۹۴۳ میلی‌متر است .نواخت تیر آن ۶۰۰ گلوله در دقیقه و سرعت دهانه گلوله در آن ۷۱۵ متر بر ثانیه است. وزن این سلاح به نسبت کلاشهای موجود در کشور بین ۱۰۰ الی ۲۰۰ گرم سبک‌تر است. برد مؤثر آن در حدود ۵۰۰ متر است. بدنه این سلاح با مواد ضد زنگ زدگی پوشانده شده و مقاومت بسیار خوبی در برابر شرایط بد جوی و رطوبت دارد. سازوکار عملکرد کلاش ۱۳۳ مثل اکثر مدل‌های این سری گلنگدن چرخشی و استفاده از نیروی حاصل از احتراق گاز باروت است (غیر مستقیم). برگه ناظم آتش این سلاح به مانند مدل‌های قبلی خانواده «آکا» در کنار بدنه قرار گرفته و در سه حالت ضامن، تک تیر و رگبار فعالیت می‌کند. (یک مدل از این سلاح به نام آکا-۱۰۳–۲ توان شلیک سه تیر را نیز دارد)خشاب این سلاح نیز از جنس پلیمر ساخته شده‌است و یک ارتقاء مهم به نسبت خشاب‌های فلزی این سلاح‌ها محسوب می‌شود. خشاب‌های فلزی معمولاً ۴۳۰ گرم وزن دارند. اما خشاب پلیمری در حدود ۲۵۰ گرم
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3995804#4
آکا-۱۰۳
کلاش ۱۳۳ سایت هدف‌گیری اپتیکی دارد که این افزونه در حالت عادی بر روی نمونه روسی نصب نشده‌است سایت هدف‌گیری در تیراندازی با دقت بالا و سرعت عمل بالاتری نسبت به نمونه عادی دارد. چراغ قوه و هدف‌گیر لیزری که در شرایط کم نوری سرعت عمل و دقت تیراندازی را به مراتب بیشتر می‌کند. سلاح‌هایی که از کالیبر ۳۹*۷٫۶۲ استفاده میکنند به‌طور معمول داری لگد بالایی هستند که در تیراندازی در حالت رگبار دقت را کاهش می‌دهند در نمونه ایرانی این سلاح دوپایه متغیر تعبیه شده‌است که در این حالت تیراندازی تأثیر مثبت در عملکرد دارد.
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3995809#0
لم لوواس
لم محلی لوواس یکی از لم‌های ترکیبیات است که در نظریه احتمالات استفاده می‌شود. در نظریه احتمالات، چنانچه تعداد زیادی از پیشامدهای دو به دو مستقل داشته باشیم و احتمال وقوع هر کدام کمتر از یک باشد، احتمالی (هر چند کوچک) وجود دارد که هیچ‌کدام از آن‌ها اتفاق نیفتند. لم لوواس شرط استقلال پدیده‌ها را تا حدودی نادیده می‌گیرد؛ طبق این لم، تا وقتی که پیشامدها «اکثراً» از یکدیگر مستقلند و احتمال وقوع هر یک به‌تنهایی خیلی زیاد نیست، احتمال رخ ندادن هیچ‌یک از آن‌ها وجود دارد. این لم بیشتر در متدهای ترکیبیاتی و به‌طور خاص در مسئله‌های اثبات وجود کاربرد دارد. نسخه‌های زیادی از این لم وجود دارد. ساده‌ترین و پرکاربردترین آن نسخه متقارن است که از نسخه نامتقارن بدست می‌آید.
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3995809#1
لم لوواس
چنانچه formula_1 مجموعه‌ای از پیشامدها در فضای نمونه‌ای Ω باشد، برای هرکدام از اعضای A, formula_2 همسایه‌های A در گراف وابستگی (اعضایی که نسبت به A مستقل نیستند) را نشان می‌دهد. اگر تابعی مانند formula_3 وجود داشته باشد که:
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3995809#2
لم لوواس
formula_4
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3995809#3
لم لوواس
آنگاه درباره احتمال رخ ندادن هیچ‌یک از اعضای A رابطه زیر صادق است:
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3995809#4
لم لوواس
formula_5
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3995809#5
لم لوواس
در نظر بگیریدformula_6.
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3995809#6
لم لوواس
مجموعه formula_7 تعریف شده‌است. اگر بتوانیم نشان دهیم formula_8، آنگاه قضیه به‌راحتی اثبات می‌شود؛ زیرا خواهیم داشت:
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3995809#7
لم لوواس
formula_9
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3995809#8
لم لوواس
جهت اثبات این رابطه، formula_10 را تعریف می‌کنیم.
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3995809#9
لم لوواس
فرض می‌کنیم formula_11
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3995809#10
لم لوواس
formula_12
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3995809#11
لم لوواس
formula_13
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3995809#12
لم لوواس
formula_14
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3995809#13
لم لوواس
از نتایج بدست آمده در نامساوی‌های (۱) و (۲) می‌توان نامساوی زیر را بدست آورد:
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3995809#14
لم لوواس
formula_15
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3995809#15
لم لوواس
formula_16
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3995809#16
لم لوواس
چنانچه "A", "A"... , "A" مجموعه‌ای از پیشامدهایی باشد که احتمال رخ دادن هرکدام حداکثر formula_17 است و هریک حداکثر به formula_18 پیشامد دیگر وابسته می‌باشد، سه قضیه زیر را داریم:
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3995809#17
لم لوواس
اگر formula_19، آنگاه داریم:
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3995809#18
لم لوواس
formula_20
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3995809#19
لم لوواس
اگر formula_21، آنگاه:
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3995809#20
لم لوواس
formula_20
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3995809#21
لم لوواس
اگر formula_23، آنگاه:
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3995809#22
لم لوواس
formula_20
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3995809#23
لم لوواس
نسخه متقارن با قرار دادن formula_25 به‌طور مستقیم از نسخه نامتقارن بدست می‌آید. در این‌صورت به‌دلیل اینکه formula_26، می‌توان نتیجه گرفت:
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3995809#24
لم لوواس
formula_27
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3995809#25
لم لوواس
و در نتیجه داریم:
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3995809#26
لم لوواس
formula_28
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3995809#27
لم لوواس
formula_29 یک ابرگراف است که هر یال آن، شامل حداقل formula_33 رٵس است و با حداکثر formula_18 یال دیگر اشتراک دارد. برای چه formula_33 و formula_18‌هایی، formula_37 دارای رنگ‌آمیزی دوتایی است؟ حل: ما یک رنگ‌آمیزی تصادفی با احتمال یونیفرم را در نظر می‌گیریم. در نظر بگیرید formula_38 حالتی باشد که یال formula_39 تک‌رنگ شده باشد. احتمال وقوع این اتفاق، برابر است با: formula_40 اگر این مقدار را برابر با formula_17 در نظر بگیریم، باید formula_18 را طوری در نظر بگیریم که شرایط لم لواس برقرار شود؛ یعنی formula_43. این نامساوی با قرار دادن formula_44 بدست می‌آید. در مسٵلهٔ m ,k-SAT عبارت داده شده‌است formula_45 که هر کدام k جمله دارند. فرض کنید formula_46 پیشامدی باشد که در آن، عبارت i-ام درست نباشد؛ یعنی تمام k جملهٔ آن غلط باشد. در این صورت، گراف وابستگی به این شکل تعریف می‌شود : formula_47
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3995809#28
لم لوواس
formula_48 اگر و تنها اگر formula_49 و formula_50 حداقل یک جملهٔ مشترک داشته باشند.
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3995809#29
لم لوواس
می‌دانیم هر formula_51 با یک احتمال formula_52 محدود شده‌است و احتمال اتفاق افتادنش حداکثر formula_17 است. خواستهٔ مسٵله، formula_54 است. برای بدست آوردن شرایط لم لوواس، باید داشته باشیم: formula_55 که در این‌جا، formula_18 همان بیشترین درجه است و داشتیم formula_57 . در نتیجه داریم:
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3995809#30
لم لوواس
formula_58
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3995809#31
لم لوواس
formula_59
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3995809#32
لم لوواس
formula_60
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3995809#33
لم لوواس
به این نتیجه می‌رسیم که هر رٵس در گراف وابستگی، باید حداکثر با formula_61 رٵس دیگر همسایه باشد.
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3995811#0
انست‌وده
انست‌وده (به هلندی: Onstwedde) یک منطقهٔ مسکونی در هلند است که در استادس‌کانال واقع شده‌است. انست‌وده ۲٫۸۶۵ نفر جمعیت دارد.
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3995812#0
خریپس‌کرک
خریپس‌کرک (به هلندی: Grijpskerk) یک منطقهٔ مسکونی در هلند است که در زایدهورن واقع شده‌است. خریپس‌کرک ۲٬۸۰۹ نفر جمعیت دارد.
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3995813#0
هیلیخرلی
هیلیخرلی (به هلندی: Heiligerlee) یک منطقهٔ مسکونی در هلند است که در شهرستان الدآمبت واقع شده‌است. هیلیخرلی ۲٫۳۴ کیلومتر مربع مساحت و ۱٬۴۴۰ نفر جمعیت دارد.
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3995816#0
وستینگه
وستینگه (به هلندی: Wetsinge) یک منطقهٔ مسکونی در هلند است که در وینسوم واقع شده‌است. وستینگه ۶۰ نفر جمعیت دارد.
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3995820#0
شبنم بهشت
شبنم بهشت (زاده ۹ آذر ۱۳۷۷ در دهدشت) بازیکن فوتبال اهل ایران و باشگاه شهرداری سیرجان و عضو تیم ملی فوتبال زنان ایران است.
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3995820#1
شبنم بهشت
شبنم بهشت در ۹ آذر ۱۳۷۷ در شهر دهدشت استان کهگیلویه و بویراحمد متولد شد. بهشت ورزش را با فوتسال شروع کرد و بعدها با فوتبال ادامه داد. بهشت نخستین بار در خرداد ماه ۱۳۹۲، توسط مهناز امیر شقاقی به اردوی تیم ملی نوجوانان (زیر ۱۶ سال) دعوت شد. او تاکنون برای تیم‌های ملی نوجوانان، جوانان و بزرگسالان ایران بازی کرده و موفق به گلزنی شده است.
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