Resolucao192_DOC-ICP-01.htm

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}
</style>
<script>
/* -*- Mode: Java; tab-width: 2; indent-tabs-mode: nil; c-basic-offset: 2 -*- */
/* vim: set shiftwidth=2 tabstop=2 autoindent cindent expandtab: */
/* Copyright 2012 Mozilla Foundation
 *
 * Licensed under the Apache License, Version 2.0 (the "License");
 * you may not use this file except in compliance with the License.
 * You may obtain a copy of the License at
 *
 *     http://www.apache.org/licenses/LICENSE-2.0
 *
 * Unless required by applicable law or agreed to in writing, software
 * distributed under the License is distributed on an "AS IS" BASIS,
 * WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
 * See the License for the specific language governing permissions and
 * limitations under the License.
 */
/* globals VBArray, PDFJS */

'use strict';

// Initializing PDFJS global object here, it case if we need to change/disable
// some PDF.js features, e.g. range requests
if (typeof PDFJS === 'undefined') {
  (typeof window !== 'undefined' ? window : this).PDFJS = {};
}

// Checking if the typed arrays are supported
// Support: iOS<6.0 (subarray), IE<10, Android<4.0
(function checkTypedArrayCompatibility() {
  if (typeof Uint8Array !== 'undefined') {
    // Support: iOS<6.0
    if (typeof Uint8Array.prototype.subarray === 'undefined') {
        Uint8Array.prototype.subarray = function subarray(start, end) {
          return new Uint8Array(this.slice(start, end));
        };
        Float32Array.prototype.subarray = function subarray(start, end) {
          return new Float32Array(this.slice(start, end));
        };
    }

    // Support: Android<4.1
    if (typeof Float64Array === 'undefined') {
      window.Float64Array = Float32Array;
    }
    return;
  }

  function subarray(start, end) {
    return new TypedArray(this.slice(start, end));
  }

  function setArrayOffset(array, offset) {
    if (arguments.length < 2) {
      offset = 0;
    }
    for (var i = 0, n = array.length; i < n; ++i, ++offset) {
      this[offset] = array[i] & 0xFF;
    }
  }

  function TypedArray(arg1) {
    var result, i, n;
    if (typeof arg1 === 'number') {
      result = [];
      for (i = 0; i < arg1; ++i) {
        result[i] = 0;
      }
    } else if ('slice' in arg1) {
      result = arg1.slice(0);
    } else {
      result = [];
      for (i = 0, n = arg1.length; i < n; ++i) {
        result[i] = arg1[i];
      }
    }

    result.subarray = subarray;
    result.buffer = result;
    result.byteLength = result.length;
    result.set = setArrayOffset;

    if (typeof arg1 === 'object' && arg1.buffer) {
      result.buffer = arg1.buffer;
    }
    return result;
  }

  window.Uint8Array = TypedArray;
  window.Int8Array = TypedArray;

  // we don't need support for set, byteLength for 32-bit array
  // so we can use the TypedArray as well
  window.Uint32Array = TypedArray;
  window.Int32Array = TypedArray;
  window.Uint16Array = TypedArray;
  window.Float32Array = TypedArray;
  window.Float64Array = TypedArray;
})();

// URL = URL || webkitURL
// Support: Safari<7, Android 4.2+
(function normalizeURLObject() {
  if (!window.URL) {
    window.URL = window.webkitURL;
  }
})();

// Object.defineProperty()?
// Support: Android<4.0, Safari<5.1
(function checkObjectDefinePropertyCompatibility() {
  if (typeof Object.defineProperty !== 'undefined') {
    var definePropertyPossible = true;
    try {
      // some browsers (e.g. safari) cannot use defineProperty() on DOM objects
      // and thus the native version is not sufficient
      Object.defineProperty(new Image(), 'id', { value: 'test' });
      // ... another test for android gb browser for non-DOM objects
      var Test = function Test() {};
      Test.prototype = { get id() { } };
      Object.defineProperty(new Test(), 'id',
        { value: '', configurable: true, enumerable: true, writable: false });
    } catch (e) {
      definePropertyPossible = false;
    }
    if (definePropertyPossible) {
      return;
    }
  }

  Object.defineProperty = function objectDefineProperty(obj, name, def) {
    delete obj[name];
    if ('get' in def) {
      obj.__defineGetter__(name, def['get']);
    }
    if ('set' in def) {
      obj.__defineSetter__(name, def['set']);
    }
    if ('value' in def) {
      obj.__defineSetter__(name, function objectDefinePropertySetter(value) {
        this.__defineGetter__(name, function objectDefinePropertyGetter() {
          return value;
        });
        return value;
      });
      obj[name] = def.value;
    }
  };
})();


// No XMLHttpRequest#response?
// Support: IE<11, Android <4.0
(function checkXMLHttpRequestResponseCompatibility() {
  var xhrPrototype = XMLHttpRequest.prototype;
  var xhr = new XMLHttpRequest();
  if (!('overrideMimeType' in xhr)) {
    // IE10 might have response, but not overrideMimeType
    // Support: IE10
    Object.defineProperty(xhrPrototype, 'overrideMimeType', {
      value: function xmlHttpRequestOverrideMimeType(mimeType) {}
    });
  }
  if ('responseType' in xhr) {
    return;
  }

  // The worker will be using XHR, so we can save time and disable worker.
  PDFJS.disableWorker = true;

  Object.defineProperty(xhrPrototype, 'responseType', {
    get: function xmlHttpRequestGetResponseType() {
      return this._responseType || 'text';
    },
    set: function xmlHttpRequestSetResponseType(value) {
      if (value === 'text' || value === 'arraybuffer') {
        this._responseType = value;
        if (value === 'arraybuffer' &&
            typeof this.overrideMimeType === 'function') {
          this.overrideMimeType('text/plain; charset=x-user-defined');
        }
      }
    }
  });

  // Support: IE9
  if (typeof VBArray !== 'undefined') {
    Object.defineProperty(xhrPrototype, 'response', {
      get: function xmlHttpRequestResponseGet() {
        if (this.responseType === 'arraybuffer') {
          return new Uint8Array(new VBArray(this.responseBody).toArray());
        } else {
          return this.responseText;
        }
      }
    });
    return;
  }

  Object.defineProperty(xhrPrototype, 'response', {
    get: function xmlHttpRequestResponseGet() {
      if (this.responseType !== 'arraybuffer') {
        return this.responseText;
      }
      var text = this.responseText;
      var i, n = text.length;
      var result = new Uint8Array(n);
      for (i = 0; i < n; ++i) {
        result[i] = text.charCodeAt(i) & 0xFF;
      }
      return result.buffer;
    }
  });
})();

// window.btoa (base64 encode function) ?
// Support: IE<10
(function checkWindowBtoaCompatibility() {
  if ('btoa' in window) {
    return;
  }

  var digits =
    'ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/=';

  window.btoa = function windowBtoa(chars) {
    var buffer = '';
    var i, n;
    for (i = 0, n = chars.length; i < n; i += 3) {
      var b1 = chars.charCodeAt(i) & 0xFF;
      var b2 = chars.charCodeAt(i + 1) & 0xFF;
      var b3 = chars.charCodeAt(i + 2) & 0xFF;
      var d1 = b1 >> 2, d2 = ((b1 & 3) << 4) | (b2 >> 4);
      var d3 = i + 1 < n ? ((b2 & 0xF) << 2) | (b3 >> 6) : 64;
      var d4 = i + 2 < n ? (b3 & 0x3F) : 64;
      buffer += (digits.charAt(d1) + digits.charAt(d2) +
                 digits.charAt(d3) + digits.charAt(d4));
    }
    return buffer;
  };
})();

// window.atob (base64 encode function)?
// Support: IE<10
(function checkWindowAtobCompatibility() {
  if ('atob' in window) {
    return;
  }

  // https://github.com/davidchambers/Base64.js
  var digits =
    'ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/=';
  window.atob = function (input) {
    input = input.replace(/=+$/, '');
    if (input.length % 4 === 1) {
      throw new Error('bad atob input');
    }
    for (
      // initialize result and counters
      var bc = 0, bs, buffer, idx = 0, output = '';
      // get next character
      buffer = input.charAt(idx++);
      // character found in table?
      // initialize bit storage and add its ascii value
      ~buffer && (bs = bc % 4 ? bs * 64 + buffer : buffer,
        // and if not first of each 4 characters,
        // convert the first 8 bits to one ascii character
        bc++ % 4) ? output += String.fromCharCode(255 & bs >> (-2 * bc & 6)) : 0
    ) {
      // try to find character in table (0-63, not found => -1)
      buffer = digits.indexOf(buffer);
    }
    return output;
  };
})();

// Function.prototype.bind?
// Support: Android<4.0, iOS<6.0
(function checkFunctionPrototypeBindCompatibility() {
  if (typeof Function.prototype.bind !== 'undefined') {
    return;
  }

  Function.prototype.bind = function functionPrototypeBind(obj) {
    var fn = this, headArgs = Array.prototype.slice.call(arguments, 1);
    var bound = function functionPrototypeBindBound() {
      var args = headArgs.concat(Array.prototype.slice.call(arguments));
      return fn.apply(obj, args);
    };
    return bound;
  };
})();

// HTMLElement dataset property
// Support: IE<11, Safari<5.1, Android<4.0
(function checkDatasetProperty() {
  var div = document.createElement('div');
  if ('dataset' in div) {
    return; // dataset property exists
  }

  Object.defineProperty(HTMLElement.prototype, 'dataset', {
    get: function() {
      if (this._dataset) {
        return this._dataset;
      }

      var dataset = {};
      for (var j = 0, jj = this.attributes.length; j < jj; j++) {
        var attribute = this.attributes[j];
        if (attribute.name.substring(0, 5) !== 'data-') {
          continue;
        }
        var key = attribute.name.substring(5).replace(/\-([a-z])/g,
          function(all, ch) {
            return ch.toUpperCase();
          });
        dataset[key] = attribute.value;
      }

      Object.defineProperty(this, '_dataset', {
        value: dataset,
        writable: false,
        enumerable: false
      });
      return dataset;
    },
    enumerable: true
  });
})();

// HTMLElement classList property
// Support: IE<10, Android<4.0, iOS<5.0
(function checkClassListProperty() {
  var div = document.createElement('div');
  if ('classList' in div) {
    return; // classList property exists
  }

  function changeList(element, itemName, add, remove) {
    var s = element.className || '';
    var list = s.split(/\s+/g);
    if (list[0] === '') {
      list.shift();
    }
    var index = list.indexOf(itemName);
    if (index < 0 && add) {
      list.push(itemName);
    }
    if (index >= 0 && remove) {
      list.splice(index, 1);
    }
    element.className = list.join(' ');
    return (index >= 0);
  }

  var classListPrototype = {
    add: function(name) {
      changeList(this.element, name, true, false);
    },
    contains: function(name) {
      return changeList(this.element, name, false, false);
    },
    remove: function(name) {
      changeList(this.element, name, false, true);
    },
    toggle: function(name) {
      changeList(this.element, name, true, true);
    }
  };

  Object.defineProperty(HTMLElement.prototype, 'classList', {
    get: function() {
      if (this._classList) {
        return this._classList;
      }

      var classList = Object.create(classListPrototype, {
        element: {
          value: this,
          writable: false,
          enumerable: true
        }
      });
      Object.defineProperty(this, '_classList', {
        value: classList,
        writable: false,
        enumerable: false
      });
      return classList;
    },
    enumerable: true
  });
})();

// Check console compatibility
// In older IE versions the console object is not available
// unless console is open.
// Support: IE<10
(function checkConsoleCompatibility() {
  if (!('console' in window)) {
    window.console = {
      log: function() {},
      error: function() {},
      warn: function() {}
    };
  } else if (!('bind' in console.log)) {
    // native functions in IE9 might not have bind
    console.log = (function(fn) {
      return function(msg) { return fn(msg); };
    })(console.log);
    console.error = (function(fn) {
      return function(msg) { return fn(msg); };
    })(console.error);
    console.warn = (function(fn) {
      return function(msg) { return fn(msg); };
    })(console.warn);
  }
})();

// Check onclick compatibility in Opera
// Support: Opera<15
(function checkOnClickCompatibility() {
  // workaround for reported Opera bug DSK-354448:
  // onclick fires on disabled buttons with opaque content
  function ignoreIfTargetDisabled(event) {
    if (isDisabled(event.target)) {
      event.stopPropagation();
    }
  }
  function isDisabled(node) {
    return node.disabled || (node.parentNode && isDisabled(node.parentNode));
  }
  if (navigator.userAgent.indexOf('Opera') !== -1) {
    // use browser detection since we cannot feature-check this bug
    document.addEventListener('click', ignoreIfTargetDisabled, true);
  }
})();

// Checks if possible to use URL.createObjectURL()
// Support: IE
(function checkOnBlobSupport() {
  // sometimes IE loosing the data created with createObjectURL(), see #3977
  if (navigator.userAgent.indexOf('Trident') >= 0) {
    PDFJS.disableCreateObjectURL = true;
  }
})();

// Checks if navigator.language is supported
(function checkNavigatorLanguage() {
  if ('language' in navigator) {
    return;
  }
  PDFJS.locale = navigator.userLanguage || 'en-US';
})();

(function checkRangeRequests() {
  // Safari has issues with cached range requests see:
  // https://github.com/mozilla/pdf.js/issues/3260
  // Last tested with version 6.0.4.
  // Support: Safari 6.0+
  var isSafari = Object.prototype.toString.call(
                  window.HTMLElement).indexOf('Constructor') > 0;

  // Older versions of Android (pre 3.0) has issues with range requests, see:
  // https://github.com/mozilla/pdf.js/issues/3381.
  // Make sure that we only match webkit-based Android browsers,
  // since Firefox/Fennec works as expected.
  // Support: Android<3.0
  var regex = /Android\s[0-2][^\d]/;
  var isOldAndroid = regex.test(navigator.userAgent);

  // Range requests are broken in Chrome 39 and 40, https://crbug.com/442318
  var isChromeWithRangeBug = /Chrome\/(39|40)\./.test(navigator.userAgent);

  if (isSafari || isOldAndroid || isChromeWithRangeBug) {
    PDFJS.disableRange = true;
    PDFJS.disableStream = true;
  }
})();

// Check if the browser supports manipulation of the history.
// Support: IE<10, Android<4.2
(function checkHistoryManipulation() {
  // Android 2.x has so buggy pushState support that it was removed in
  // Android 3.0 and restored as late as in Android 4.2.
  // Support: Android 2.x
  if (!history.pushState || navigator.userAgent.indexOf('Android 2.') >= 0) {
    PDFJS.disableHistory = true;
  }
})();

// Support: IE<11, Chrome<21, Android<4.4, Safari<6
(function checkSetPresenceInImageData() {
  // IE < 11 will use window.CanvasPixelArray which lacks set function.
  if (window.CanvasPixelArray) {
    if (typeof window.CanvasPixelArray.prototype.set !== 'function') {
      window.CanvasPixelArray.prototype.set = function(arr) {
        for (var i = 0, ii = this.length; i < ii; i++) {
          this[i] = arr[i];
        }
      };
    }
  } else {
    // Old Chrome and Android use an inaccessible CanvasPixelArray prototype.
    // Because we cannot feature detect it, we rely on user agent parsing.
    var polyfill = false, versionMatch;
    if (navigator.userAgent.indexOf('Chrom') >= 0) {
      versionMatch = navigator.userAgent.match(/Chrom(e|ium)\/([0-9]+)\./);
      // Chrome < 21 lacks the set function.
      polyfill = versionMatch && parseInt(versionMatch[2]) < 21;
    } else if (navigator.userAgent.indexOf('Android') >= 0) {
      // Android < 4.4 lacks the set function.
      // Android >= 4.4 will contain Chrome in the user agent,
      // thus pass the Chrome check above and not reach this block.
      polyfill = /Android\s[0-4][^\d]/g.test(navigator.userAgent);
    } else if (navigator.userAgent.indexOf('Safari') >= 0) {
      versionMatch = navigator.userAgent.
        match(/Version\/([0-9]+)\.([0-9]+)\.([0-9]+) Safari\//);
      // Safari < 6 lacks the set function.
      polyfill = versionMatch && parseInt(versionMatch[1]) < 6;
    }

    if (polyfill) {
      var contextPrototype = window.CanvasRenderingContext2D.prototype;
      contextPrototype._createImageData = contextPrototype.createImageData;
      contextPrototype.createImageData = function(w, h) {
        var imageData = this._createImageData(w, h);
        imageData.data.set = function(arr) {
          for (var i = 0, ii = this.length; i < ii; i++) {
            this[i] = arr[i];
          }
        };
        return imageData;
      };
    }
  }
})();

// Support: IE<10, Android<4.0, iOS
(function checkRequestAnimationFrame() {
  function fakeRequestAnimationFrame(callback) {
    window.setTimeout(callback, 20);
  }

  var isIOS = /(iPad|iPhone|iPod)/g.test(navigator.userAgent);
  if (isIOS) {
    // requestAnimationFrame on iOS is broken, replacing with fake one.
    window.requestAnimationFrame = fakeRequestAnimationFrame;
    return;
  }
  if ('requestAnimationFrame' in window) {
    return;
  }
  window.requestAnimationFrame =
    window.mozRequestAnimationFrame ||
    window.webkitRequestAnimationFrame ||
    fakeRequestAnimationFrame;
})();

(function checkCanvasSizeLimitation() {
  var isIOS = /(iPad|iPhone|iPod)/g.test(navigator.userAgent);
  var isAndroid = /Android/g.test(navigator.userAgent);
  if (isIOS || isAndroid) {
    // 5MP
    PDFJS.maxCanvasPixels = 5242880;
  }
})();

// Disable fullscreen support for certain problematic configurations.
// Support: IE11+ (when embedded).
(function checkFullscreenSupport() {
  var isEmbeddedIE = (navigator.userAgent.indexOf('Trident') >= 0 &&
                      window.parent !== window);
  if (isEmbeddedIE) {
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 pdf2htmlEX.js: Core UI functions for pdf2htmlEX 
 Copyright 2012,2013 Lu Wang <coolwanglu@gmail.com> and other contributors 
 https://github.com/coolwanglu/pdf2htmlEX/blob/master/share/LICENSE 
*/
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<div id="pf1" class="pf w0 h0" data-page-no="1"><div class="pc pc1 w0 h0"><img class="bi x0 y0 w1 h1" alt="" 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y6 ff1 fs0 fc0 sc0 ls0 ws0">da <span class="_ _3"> </span>Autoridade <span class="_ _3"> </span>Certific<span class="_ _0"></span>adora <span class="_ _3"> </span>Raiz <span class="_ _3"> </span>da <span class="_ _3"> </span>ICP<span class="ff2">-</span>Br<span class="_ _0"></span>asil <span class="_ _3"> </span>– </div><div class="t m0 x3 h2 y7 ff1 fs0 fc0 sc0 ls0 ws0">DOC<span class="ff2">-</span>ICP<span class="ff2">-</span><span class="ls3">01</span>.<span class="ff2"> </span></div><div class="t m0 x3 h2 y8 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h3 y9 ff3 fs0 fc0 sc0 ls0 ws0">O <span class="_ _4"> </span>COORDENADOR <span class="_ _4"> </span>SUBSTITUT<span class="_ _0"></span>O <span class="_ _4"> </span>DO <span class="_ _4"> </span>COMITÊ <span class="_ _4"> </span>GES<span class="_ _0"></span>T<span class="_ _0"></span>OR <span class="_ _4"> </span>DA  INFRAESTRUTURA <span class="_ _4"> </span>DE <span class="_ _4"> </span>CHA<span class="_ _0"></span>VE<span class="_ _0"></span>S <span class="_ _4"> </span>PÚBLICAS </div><div class="t m0 x4 h3 ya ff3 fs0 fc0 sc0 ls0 ws0">BRASILEIRA, <span class="_ _5"></span><span class="ff1">no <span class="_ _5"></span>uso <span class="_ _6"></span>das <span class="_ _5"></span>atribuiç<span class="_ _0"></span>ões <span class="_ _6"></span>que <span class="_ _5"></span>lhe <span class="_ _5"></span>con<span class="_ _0"></span>f<span class="_ _0"></span>ere <span class="_ _6"></span>o <span class="_ _5"></span>art. <span class="_ _6"></span>6<span class="_ _7"></span>°, <span class="_ _6"></span>§1°, <span class="_ _5"></span>inc. <span class="_ _5"></span>IV<span class="_ _8"></span>, <span class="_ _6"></span>do <span class="_ _5"></span>Regimen<span class="_ _0"></span>to <span class="_ _6"></span>Interno<span class="_ _0"></span>, <span class="_ _6"></span>torna </span></div><div class="t m0 x4 h2 yb ff1 fs0 fc0 sc0 ls0 ws0">público que <span class="_ _6"></span>o COMITÊ <span class="_ _7"></span>GEST<span class="_ _0"></span>OR <span class="_ _7"></span>DA INFRAESTRUTURA DE <span class="_ _6"></span>CHA<span class="_ _9"></span>VES PÚBLICAS <span class="_ _6"></span>BRASILE<span class="_ _0"></span>IRA, <span class="_ _7"></span>no <span class="_ _7"></span>ex<span class="_ _0"></span>ercício <span class="_ _7"></span>das </div><div class="t m0 x4 h2 yc ff1 fs0 fc0 sc0 ls0 ws0">compet<span class="_ _0"></span>ências <span class="_ _7"></span>previs<span class="_ _0"></span>tas no art. <span class="_ _7"></span>4° <span class="_ _7"></span>da <span class="_ _7"></span>Medida <span class="_ _7"></span>Provis<span class="_ _0"></span>ória <span class="_ _7"></span>n° <span class="_ _7"></span><span class="ls2">2.200</span><span class="ff2">-</span>2, <span class="_ _7"></span>de <span class="_ _7"></span>24 de <span class="_ _7"></span>agosto de 2001, <span class="_ _7"></span>em reunião </div><div class="t m0 x4 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">ordinária, r<span class="_ _0"></span>ealizada em s<span class="_ _0"></span>essão por videoconf<span class="_ _0"></span>er<span class="_ _0"></span>ência em 16 de novembr<span class="_ _0"></span>o de 2021,<span class="ff2"> </span></div><div class="t m0 x4 h2 ye ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h3 yf ff3 fs0 fc0 sc0 ls0 ws0">CONSIDERANDO <span class="ff1">a determinação es<span class="_ _0"></span>tabelecida pelo Decr<span class="_ _0"></span>eto n° 10.139, de 28 de novembro de 2019, par<span class="_ _0"></span>a </span></div><div class="t m0 x4 h2 y10 ff1 fs0 fc0 sc0 ls0 ws0">revisão <span class="_ _a"></span>e <span class="_ _b"> </span>consolidação <span class="_ _a"></span>dos <span class="_ _b"> </span>atos <span class="_ _a"></span>normativos <span class="_ _a"></span>inferior<span class="_ _0"></span>es <span class="_ _b"> </span>a <span class="_ _b"> </span>decret<span class="_ _0"></span>o, <span class="_ _a"></span>editados <span class="_ _a"></span>por <span class="_ _b"> </span>órgãos <span class="_ _a"></span>e <span class="_ _b"> </span>entidades <span class="_ _a"> </span>da<span class="_ _7"></span> </div><div class="t m0 x4 h2 y11 ff1 fs0 fc0 sc0 ls0 ws0">administr<span class="_ _0"></span>ação públic<span class="_ _0"></span>a f<span class="_ _0"></span>ederal dir<span class="_ _0"></span>eta, aut<span class="_ _0"></span>árquic<span class="_ _0"></span>a e fundacional,<span class="ff2"> </span></div><div class="t m0 x4 h2 y12 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h3 y13 ff3 fs0 fc0 sc0 ls0 ws0">RESOL<span class="_ _8"></span>VEU: <span class="ff4"> </span></div><div class="t m0 x4 h2 y14 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h3 y15 ff3 fs0 fc0 sc0 ls0 ws0">Art. <span class="_ _7"></span>1°<span class="ls4">  </span><span class="ff1">Esta <span class="_ _7"></span>Resolução <span class="_ _7"></span>aprov<span class="_ _0"></span>a <span class="_ _7"></span>a <span class="_ _6"></span>ver<span class="_ _0"></span>são <span class="_ _7"></span>revisada <span class="_ _7"></span>e <span class="_ _c"></span>consolidada <span class="_ _7"></span>do <span class="_ _c"></span>documento <span class="_ _7"></span>Declaração <span class="_ _7"></span>de <span class="_ _7"></span>Prátic<span class="_ _0"></span>as <span class="_ _7"></span>de </span></div><div class="t m0 x4 h2 y16 ff1 fs0 fc0 sc0 ls0 ws0">Certificação da Aut<span class="_ _0"></span>oridade Certificador<span class="_ _0"></span>a Raiz da ICP<span class="ff2">-</span>Brasil.<span class="_ _0"></span><span class="ff2"> </span></div><div class="t m0 x4 h3 y17 ff3 fs0 fc0 sc0 ls0 ws0">Art. 2°<span class="ls5">  </span><span class="ff1">Fica aprov<span class="_ _0"></span>ada a v<span class="_ _0"></span>ersão 6.0 do document<span class="_ _0"></span>o DOC<span class="ff2">-</span>ICP<span class="ff2">-</span><span class="ls3">01</span> – Declaração de Pr<span class="_ _0"></span>átic<span class="_ _0"></span>as de Certificação da </span></div><div class="t m0 x4 h2 y18 ff1 fs0 fc0 sc0 ls1 ws0">Au<span class="ls0">toridade Certificador<span class="_ _0"></span>a Raiz da ICP<span class="ff2">-</span>Br<span class="_ _0"></span>asil.<span class="ff2"> </span></span></div><div class="t m0 x4 h3 y19 ff3 fs0 fc0 sc0 ls0 ws0">Art. 3°<span class="ls6">  </span><span class="ff1">Ficam rev<span class="_ _0"></span>og<span class="_ _0"></span>ada<span class="ls6">s:</span><span class="ff2"> </span></span></div><div class="t m0 x4 h4 y1a ff2 fs0 fc0 sc0 ls2 ws0">I <span class="ls0">- <span class="ff5"> <span class="ff1 ls1">a <span class="fc1 ls0">Resoluç<span class="_ _0"></span>ão n° <span class="ls2">49</span>, de 03 de ju<span class="ls7">nh</span>o de 20<span class="ls2">08</span><span class="fc0">;<span class="ff2"> </span></span></span></span></span></span></div><div class="t m0 x4 h4 y1b ff2 fs0 fc0 sc0 ls2 ws0">II <span class="ls0">- <span class="ff5"> <span class="ff1 ls1">a <span class="fc1 ls0">Resoluç<span class="_ _0"></span>ão n° 50, de <span class="ls2">28</span> de novembro de 20<span class="ls2">08</span><span class="fc0">;<span class="ff2"> </span></span></span></span></span></span></div><div class="t m0 x4 h4 y1c ff2 fs0 fc0 sc0 ls2 ws0">III <span class="ls0">- <span class="ff5"> <span class="ff1 ls1">a <span class="fc1 ls0">Resoluç<span class="_ _0"></span>ão n° 81, de <span class="ls2">17</span> de junho de 2010<span class="fc0">;<span class="ff2"> </span></span></span></span></span></span></div><div class="t m0 x4 h4 y1d ff2 fs0 fc0 sc0 ls0 ws0">IV - <span class="ff5"> <span class="ff1 ls1">a <span class="fc1 ls0">Resoluç<span class="_ _0"></span>ão n° 94, de <span class="ls2">27</span> de setembr<span class="_ _0"></span>o de 2012<span class="fc0">;<span class="ff2"> </span></span></span></span></span></div><div class="t m0 x4 h4 y1e ff2 fs0 fc0 sc0 ls3 ws0">V <span class="ls0">- <span class="ff5"> <span class="ff1 ls1">a <span class="fc1 ls0">R<span class="_ _0"></span>esolução n° 99, de 09 de outubro de 2013<span class="fc0">;<span class="ff2"> </span></span></span></span></span></span></div><div class="t m0 x4 h4 y1f ff2 fs0 fc0 sc0 ls0 ws0">VI - <span class="ff5"> <span class="ff1 ls1">a <span class="fc1 ls0">Resoluç<span class="_ _0"></span>ão n° 104, de <span class="ls3">23</span> de abril de 2015<span class="fc0">;<span class="ff2"> </span></span></span></span></span></div><div class="t m0 x4 h4 y20 ff2 fs0 fc0 sc0 ls0 ws0">VII - <span class="ff5"> <span class="ff1 ls1">a <span class="fc1 ls0">Resoluç<span class="_ _0"></span>ão n° 116, de 09 de dez<span class="_ _0"></span>embr<span class="_ _0"></span>o de 2015<span class="fc0">;<span class="ff2"> </span></span></span></span></span></div><div class="t m0 x4 h4 y21 ff2 fs0 fc0 sc0 ls0 ws0">VIII - <span class="ff5"> <span class="ff1 ls1">a <span class="fc1 ls0">Resoluç<span class="_ _0"></span>ão n° 143, de 06 de setembr<span class="_ _0"></span>o de 2018<span class="fc0">;<span class="ff2"> </span></span></span></span></span></div><div class="t m0 x4 h4 y22 ff2 fs0 fc0 sc0 ls0 ws0">IX - <span class="ff5"> <span class="ff1 ls1">a <span class="fc1 ls0">Resoluç<span class="_ _0"></span>ão n° 147, de 07 de <span class="ls7">no</span>vembr<span class="_ _0"></span>o de 2018<span class="fc0">;<span class="ff2"> </span></span></span></span></span></div><div class="t m0 x4 h4 y23 ff2 fs0 fc0 sc0 ls1 ws0">X <span class="ls0">- <span class="ff5"> </span></span><span class="ff1">a <span class="fc1 ls0">Resoluç<span class="_ _0"></span>ão n° 151, de <span class="ls3">30</span> de maio de 2019<span class="fc0">;<span class="ff2"> </span></span></span></span></div><div class="t m0 x4 h4 y24 ff2 fs0 fc0 sc0 ls0 ws0">XI - <span class="ff5"> <span class="ff1 ls1">a <span class="fc1 ls0">Resoluç<span class="_ _0"></span>ão n° 152, de <span class="ls3">13</span> de agos<span class="_ _0"></span>to de 2019<span class="fc0">; e<span class="ff2"> </span></span></span></span></span></div></div><a class="l" href="https://repositorio.iti.gov.br/resolucoes/Resolucao49_revogada.htm"><div class="d m1" style="border-style:none;position:absolute;left:78.368000px;bottom:276.660000px;width:202.572000px;height:20.650000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://repositorio.iti.gov.br/resolucoes/Resolucao50_revogada.htm"><div class="d m1" style="border-style:none;position:absolute;left:81.391000px;bottom:256.010000px;width:224.519000px;height:20.650000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://repositorio.iti.gov.br/resolucoes/Resolucao81_revogada.htm"><div class="d m1" style="border-style:none;position:absolute;left:84.415000px;bottom:235.360000px;width:202.575000px;height:20.650000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://repositorio.iti.gov.br/resolucoes/Resolucao94_revogada.htm"><div class="d m1" style="border-style:none;position:absolute;left:85.177000px;bottom:214.710000px;width:221.123000px;height:20.650000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://repositorio.iti.gov.br/resolucoes/Resolucao99_revogada.htm"><div class="d m1" style="border-style:none;position:absolute;left:82.153000px;bottom:194.070000px;width:214.037000px;height:20.640000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://repositorio.iti.gov.br/resolucoes/Resolucao104_revogada.htm"><div class="d m1" style="border-style:none;position:absolute;left:85.177000px;bottom:173.420000px;width:202.283000px;height:20.650000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://repositorio.iti.gov.br/resolucoes/Resolucao116_revogada.htm"><div class="d m1" style="border-style:none;position:absolute;left:88.200000px;bottom:152.770000px;width:229.350000px;height:20.650000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://repositorio.iti.gov.br/resolucoes/Resolucao143_revogada.htm"><div class="d m1" style="border-style:none;position:absolute;left:91.223000px;bottom:132.120000px;width:227.207000px;height:20.650000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://repositorio.iti.gov.br/resolucoes/Resolucao147_revogada.htm"><div class="d m1" style="border-style:none;position:absolute;left:84.596000px;bottom:111.470000px;width:230.604000px;height:20.650000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://repositorio.iti.gov.br/resolucoes/Resolucao151_revogada.htm"><div class="d m1" style="border-style:none;position:absolute;left:81.573000px;bottom:90.823000px;width:204.957000px;height:20.647000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://repositorio.iti.gov.br/resolucoes/Resolucao152_revogada.htm"><div class="d m1" style="border-style:none;position:absolute;left:84.596000px;bottom:70.175000px;width:212.974000px;height:20.648000px;background-color:rgba(255,255,255,0.000001);"></div></a></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
<div id="pf2" class="pf w0 h0" data-page-no="2"><div class="pc pc2 w0 h0"><img class="bi x5 y25 w3 h5" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAYsAAAABCAIAAACg3hXWAAAACXBIWXMAABYlAAAWJQFJUiTwAAAAFklEQVQ4y2NkTT7IMApGwSgYBYMSAABmcwErUtM3WQAAAABJRU5ErkJggg=="/><div class="c x1 y1 w2 h0"><div class="t m0 x4 h4 y26 ff2 fs0 fc0 sc0 ls0 ws0">XII - <span class="ff5"> <span class="ff1 ls1">a <span class="fc1 ls0">Resoluç<span class="_ _0"></span>ão n° 165, de <span class="ls3">17</span> de abril de 20<span class="ls3">20</span><span class="fc0">.<span class="ff2"> </span></span></span></span></span></div><div class="t m0 x4 h3 y3 ff3 fs0 fc0 sc0 ls0 ws0">Art. 4<span class="ls2">° </span> <span class="ff1">Esta R<span class="_ _0"></span>esolução en<span class="_ _0"></span>tra em vig<span class="_ _0"></span>or em 1° <span class="ls7">de</span> dez<span class="_ _0"></span>embro de 20<span class="_ _0"></span>21.<span class="ff2"> </span></span></div><div class="t m0 x4 h2 y27 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y28 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y29 ff3 fs0 fc0 sc0 ls0 ws0">ORLANDO OLIVEIRA DOS SANT<span class="_ _0"></span>OS<span class="ff4 fs1"> </span></div><div class="t m0 x4 h2 y2a ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><a class="l" href="https://repositorio.iti.gov.br/resolucoes/Resolucao165_revogada.htm"><div class="d m1" style="border-style:none;position:absolute;left:87.620000px;bottom:736.220000px;width:202.280000px;height:20.650000px;background-color:rgba(255,255,255,0.000001);"></div></a></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
<div id="pf3" class="pf w0 h0" data-page-no="3"><div class="pc pc3 w0 h0"><img class="bi x7 y2b w4 h7" alt="" 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class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y2c ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2d w5 h9"><div class="t m0 x9 h8 y2e ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xa y2d w6 h9"><div class="t m0 xb ha y2f ff7 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y30 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hb y31 ff8 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc hc y32 ff7 fs1 fc0 sc0 ls0 ws0">ANEXO </div><div class="t m0 xd hc y33 ff7 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hc y34 ff7 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hc y35 ff7 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hc y36 ff7 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hc y37 ff7 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hc y38 ff7 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe hc y39 ff7 fs1 fc0 sc0 ls0 ws0">DECLARAÇÃO DE PRÁTICAS DE <span class="_ _7"></span>CERTIFICAÇÃO DA AUTORIDADE </div><div class="t m0 xf hc y3a ff7 fs1 fc0 sc0 ls0 ws0">CERTIFICADORA RAIZ DA ICP-<span class="_ _7"></span>BRASIL </div><div class="t m0 xd hc y3b ff7 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x10 hc y3c ff7 fs1 fc0 sc0 ls8 ws0">DOC<span class="ls0">-ICP-<span class="ls9">01</span><span class="ff4"> </span></span></div><div class="t m0 xd hc y3d ff7 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 hc y3e ff7 fs1 fc0 sc0 ls0 ws0">Versão 6<span class="lsa">.0</span> </div><div class="t m0 xd hc y3f ff7 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hc y40 ff7 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hc y41 ff7 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hc y42 ff7 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hc y43 ff7 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hc y44 ff7 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x12 hc y45 ff7 fs1 fc0 sc0 ls9 ws0">16<span class="ls0"> de novembro de </span>2021<span class="ls0"> </span></div><div class="t m0 xd hc y46 ff7 fs1 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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"/><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y2c ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2d w5 h9"><div class="t m0 x9 h8 y2e ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xa y2d w6 h9"><div class="t m0 xb ha y2f ff7 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y30 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y31 ff8 fs3 fc0 sc0 ls0 ws0">Declaração de Práticas de Certificaçã<span class="_ _7"></span>o da Autoridade Certificadora<span class="_ _7"></span> Raiz da ICP-Brasil <span class="ff9">–</span> <span class="lsb">DO</span>C-ICP-<span class="ls9">01</span> <span class="lsc">v.</span>6<span class="lsa">.0<span class="_ _7"></span></span> <span class="_ _d"></span> <span class="_ _e"> </span> <span class="_ _e"> </span> <span class="_ _e"> </span><span class="ffa">2</span> </div><div class="t m0 xd hc y32 ff7 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x13 hc y33 ff7 fs1 fc0 sc0 ls0 ws0">SUMÁRIO </div><div class="t m0 x4 h8 y47 ff6 fs0 fc0 sc0 ls0 ws0">CONTROLE DE ALTERAÇÕES <span class="_ _f"></span>....................................................................................................... <span class="_ _d"></span>8<span class="ff2 fs4"> </span></div><div class="t m0 x4 h8 y48 ff6 fs0 fc0 sc0 ls0 ws0">1<span class="ff2 fs4"> <span class="_ _10"> </span></span>INTRODUÇÃO <span class="_ _8"></span>......................................................................................................................... <span class="_ _f"></span>11<span class="ff2 fs4"> </span></div><div class="t m0 xe he y49 ff2 fs5 fc0 sc0 ls0 ws0">1.1<span class="fs4"> <span class="_ _11"> </span></span>V<span class="fs3">ISÃO GERAL</span> <span class="_ _9"></span><span class="lsd">..........................................................................................................................................................<span class="ls0"> <span class="_ _9"></span><span class="lse">11<span class="fs4 ls0"> </span></span></span></span></div><div class="t m0 xe he y4a ff2 fs5 fc0 sc0 ls0 ws0">1.2<span class="fs4"> <span class="_ _11"> </span></span>N<span class="fs3">OME DO DOCUMENTO E IDENTIFICAÇÃO<span class="_ _7"></span></span> <span class="lsd">....................................................................................................................</span> <span class="_ _9"></span><span class="lse">11<span class="fs4 ls0"> </span></span></div><div class="t m0 xe he y4b ff2 fs5 fc0 sc0 ls0 ws0">1.3<span class="fs4"> <span class="_ _11"> </span></span>P<span class="fs3">ARTICIPANTES DA </span><span class="lsd">ICP</span>-B<span class="fs3">RASIL</span> <span class="lsd">..................................................................................................................................</span> <span class="_ _8"></span><span class="lse">11<span class="fs4 ls0"> </span></span></div><div class="t m0 x0 he y4c ffb fs5 fc0 sc0 lse ws0">1.<span class="ls0">3.1<span class="ff2 fs4"> <span class="_ _12"> </span></span>Autoridades Certificadoras <span class="_ _0"></span><span class="lsd">.......................................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">11<span class="ff2 fs4 ls0"> </span></span></span></span></span></div><div class="t m0 x0 he y4d ffb fs5 fc0 sc0 ls0 ws0">1.3.2<span class="ff2 fs4"> <span class="_ _12"> </span></span>Autoridades de Registro <span class="_ _f"></span><span class="lsd">............................................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">11<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he y4e ffb fs5 fc0 sc0 ls0 ws0">1.3.3<span class="ff2 fs4"> <span class="_ _12"> </span></span>Titulares do certificado <span class="_ _0"></span><span class="lsd">.............................................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">11<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he y4f ffb fs5 fc0 sc0 lse ws0">1.<span class="ls0">3.4<span class="ff2 fs4"> <span class="_ _12"> </span></span>Partes confiáveis <span class="_ _8"></span><span class="lsd">.......................................................................................................................................<span class="ls0"> <span class="_ _9"></span><span class="lse">12<span class="ff2 fs4 ls0"> </span></span></span></span></span></div><div class="t m0 x0 he y50 ffb fs5 fc0 sc0 ls0 ws0">1.3.5<span class="ff2 fs4"> <span class="_ _12"> </span></span>Outros participantes <span class="_ _0"></span><span class="lsd">................................................................................................................................<span class="ls0">. <span class="_ _8"></span><span class="lse">12<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 xe he y51 ff2 fs5 fc0 sc0 ls0 ws0">1.4<span class="fs4"> <span class="_ _11"> </span></span>U<span class="fs3">SABILIDADE DO CERTIFICADO<span class="_ _7"></span></span> <span class="_ _0"></span><span class="lsd">...................................................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">12<span class="fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he y52 ffb fs5 fc0 sc0 lse ws0">1.<span class="ls0">4.1<span class="ff2 fs4"> <span class="_ _12"> </span></span>Uso apropriado do certificad<span class="_ _0"></span>o <span class="lsd">..................................................................................................................</span> <span class="_ _8"></span><span class="lse">12<span class="ff2 fs4 ls0"> </span></span></span></div><div class="t m0 x0 he y53 ffb fs5 fc0 sc0 ls0 ws0">1.4.2<span class="ff2 fs4"> <span class="_ _12"> </span></span>Uso proibitivo do certificado <span class="_ _d"></span><span class="lsd">.....................................................................................................................<span class="ls0"> <span class="_ _9"></span><span class="lse">12<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 xe he y54 ff2 fs5 fc0 sc0 ls0 ws0">1.5<span class="fs4"> <span class="_ _11"> </span></span>P<span class="fs3">OLÍTICA DE </span>A<span class="fs3">DMINISTRAÇÃO</span> <span class="_ _d"></span><span class="lsd">................................................................................................<span class="_ _7"></span>....................................<span class="ls0"> <span class="_ _8"></span><span class="lse">12<span class="fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he y12 ffb fs5 fc0 sc0 ls0 ws0">1.5.1<span class="ff2 fs4"> <span class="_ _12"> </span></span>Organização administrativa do documento<span class="_ _0"></span> <span class="_ _7"></span><span class="lsd">.............................................................................................</span> <span class="_ _8"></span><span class="lse">12<span class="ff2 fs4 ls0"> </span></span></div><div class="t m0 x0 he y55 ffb fs5 fc0 sc0 ls0 ws0">1.5.2<span class="ff2 fs4"> <span class="_ _12"> </span></span>Contatos <span class="_ _d"></span><span class="lsd">....................................................................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">12<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he y56 ffb fs5 fc0 sc0 ls0 ws0">1.5.3<span class="ff2 fs4"> <span class="_ _12"> </span></span>Pessoa que determina a adequabili<span class="_ _0"></span>dade da DPC com a PC <span class="_ _d"></span><span class="lsd">......................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">12<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he y57 ffb fs5 fc0 sc0 ls0 ws0">1.5.4<span class="ff2 fs4"> <span class="_ _12"> </span></span>Procedimentos de aprovação da DPC <span class="_ _8"></span><span class="lsd">.......................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">12<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 xe he y58 ff2 fs5 fc0 sc0 ls0 ws0">1.6<span class="fs4"> <span class="_ _11"> </span></span>D<span class="fs3">EFINIÇÕES E </span>A<span class="fs3">CRÔNIMOS</span> <span class="_ _8"></span><span class="lsd">........................................................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">12<span class="fs4 ls0"> </span></span></span></span></div><div class="t m0 x4 h8 y59 ff6 fs0 fc0 sc0 ls0 ws0">2<span class="ff2 fs4"> <span class="_ _10"> </span></span>RESPONSABILIDADES DE PUBLICAÇÃO E REPOSITÓRIO <span class="_ _13"></span>........................................... <span class="_ _d"></span>14<span class="ff2 fs4"> </span></div><div class="t m0 xe he y5a ff2 fs5 fc0 sc0 ls0 ws0">2.1<span class="fs4"> <span class="_ _11"> </span></span>R<span class="fs3">EPOSITÓRIOS</span> <span class="lsd">........................................................................................................................................................</span> <span class="_ _8"></span><span class="lse">14<span class="fs4 ls0"> </span></span></div><div class="t m0 xe he y5b ff2 fs5 fc0 sc0 ls0 ws0">2.2<span class="fs4"> <span class="_ _11"> </span></span>P<span class="fs3">UBLICAÇÃO DE INFORMAÇÕES DOS CERTI<span class="_ _7"></span>FICADOS</span> <span class="_ _f"></span><span class="lsd">.........................................................................................................<span class="ls0"> <span class="_ _9"></span><span class="lse">14<span class="fs4 ls0"> </span></span></span></span></div><div class="t m0 xe he y5c ff2 fs5 fc0 sc0 ls0 ws0">2.3<span class="fs4"> <span class="_ _11"> </span></span>T<span class="fs3">EMPO OU FREQUÊNCIA DE PUBLICAÇÃO<span class="_ _7"></span></span> <span class="_ _d"></span><span class="lsd">......................................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">14<span class="fs4 ls0"> </span></span></span></span></div><div class="t m0 xe he y5d ff2 fs5 fc0 sc0 ls0 ws0">2.4<span class="fs4"> <span class="_ _11"> </span></span>C<span class="fs3">ONTROLE DE ACESSO AOS REPOSIT<span class="_ _7"></span>ÓRIOS</span> <span class="lsd">....................................................................................................................</span> <span class="_ _8"></span><span class="lse">15<span class="fs4 ls0"> </span></span></div><div class="t m0 x4 h8 y5e ff6 fs0 fc0 sc0 ls0 ws0">3<span class="ff2 fs4"> <span class="_ _10"> </span></span>IDENTIFICAÇÃO E AUTENTICAÇÃO <span class="_ _f"></span>................................................................................. <span class="_ _d"></span>15<span class="ff2 fs4"> </span></div><div class="t m0 xe he y5f ff2 fs5 fc0 sc0 ls0 ws0">3.1<span class="fs4"> <span class="_ _11"> </span></span>A<span class="fs3">TRIBUIÇÃO DE NOMES</span> <span class="lsd">............................................................................................................................................</span> <span class="_ _8"></span><span class="lse">15<span class="fs4 ls0"> </span></span></div><div class="t m0 x0 he y60 ffb fs5 fc0 sc0 ls0 ws0">3.1.1<span class="ff2 fs4"> <span class="_ _12"> </span></span>Tipos de nomes <span class="lsd">.........................................................................................................................................</span> <span class="_ _8"></span><span class="lse">15<span class="ff2 fs4 ls0"> </span></span></div><div class="t m0 x0 he y61 ffb fs5 fc0 sc0 ls0 ws0">3.1.2<span class="ff2 fs4"> <span class="_ _12"> </span></span>Necessidade dos nomes serem signifi<span class="_ _0"></span>cativos <span class="_ _f"></span><span class="lsd">............................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">15<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he y62 ffb fs5 fc0 sc0 ls0 ws0">3.1.3<span class="ff2 fs4"> <span class="_ _12"> </span></span>Anonimato ou pseudônimo dos titular<span class="_ _0"></span>es do certificado <span class="_ _8"></span><span class="lsd">...........................................................................<span class="ls0"> <span class="_ _9"></span><span class="lse">15<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he y63 ffb fs5 fc0 sc0 ls0 ws0">3.1.4<span class="ff2 fs4"> <span class="_ _12"> </span></span><span class="lsf">Re</span>gras para interpretação de vári<span class="_ _0"></span>os tipos de nomes <span class="lsd">...............................................................................</span> <span class="_ _8"></span><span class="lse">15<span class="ff2 fs4 ls0"> </span></span></div><div class="t m0 x0 he y64 ffb fs5 fc0 sc0 ls0 ws0">3.1.5<span class="ff2 fs4"> <span class="_ _12"> </span></span>Unicidade de nomes <span class="_ _f"></span><span class="lsd">..................................................................................................................................<span class="ls0"> <span class="_ _9"></span><span class="lse">15<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he y65 ffb fs5 fc0 sc0 ls0 ws0">3.1.6<span class="ff2 fs4"> <span class="_ _12"> </span></span>Procedimento para resolver disputa de nom<span class="_ _0"></span>es.<span class="lsd">........................................................................................</span> <span class="_ _8"></span><span class="lse">15<span class="ff2 fs4 ls0"> </span></span></div><div class="t m0 x0 he y66 ffb fs5 fc0 sc0 ls0 ws0">3.1.7<span class="ff2 fs4"> <span class="_ _12"> </span></span>Reconhecimento, autenticaçã<span class="_ _0"></span>o e papel de marcas registradas <span class="lsd">...............................................................</span> <span class="_ _8"></span><span class="lse">16<span class="ff2 fs4 ls0"> </span></span></div><div class="t m0 xe he y67 ff2 fs5 fc0 sc0 ls0 ws0">3.2<span class="fs4"> <span class="_ _11"> </span></span>V<span class="fs3">ALIDAÇÃO INICIAL DE IDENTIDADE<span class="_ _7"></span></span> <span class="_ _9"></span><span class="lsd">.............................................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">16<span class="fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he y68 ffb fs5 fc0 sc0 ls0 ws0">3.2.1<span class="ff2 fs4"> <span class="_ _12"> </span></span>Método para comprovar a posse de chave<span class="_ _0"></span> privada <span class="_ _f"></span><span class="lsd">..................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">16<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he y69 ffb fs5 fc0 sc0 ls0 ws0">3.2.2<span class="ff2 fs4"> <span class="_ _12"> </span></span>Autenticação da identificação<span class="_ _0"></span> da organização <span class="_ _d"></span><span class="lsd">.........................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">16<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he y6a ffb fs5 fc0 sc0 ls0 ws0">3.2.3<span class="ff2 fs4"> <span class="_ _12"> </span></span>Autenticação da identidade de um indiv<span class="_ _0"></span>íduo <span class="lsd">...........................................................................................</span> <span class="_ _8"></span><span class="lse">16<span class="ff2 fs4 ls0"> </span></span></div><div class="t m0 x0 he y6b ffb fs5 fc0 sc0 ls0 ws0">3.2.4<span class="ff2 fs4"> <span class="_ _12"> </span></span>Informações não verificadas <span class="_ _0"></span>do titular do certificado <span class="_ _0"></span><span class="lsd">..............................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">16<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he y6c ffb fs5 fc0 sc0 ls0 ws0">3.2.5<span class="ff2 fs4"> <span class="_ _12"> </span></span>Validação das autoridades <span class="_ _14"></span><span class="lsd">........................................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">16<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he y6d ffb fs5 fc0 sc0 ls0 ws0">3.2.6<span class="ff2 fs4"> <span class="_ _12"> </span></span>Critérios para interoperabilid<span class="_ _0"></span>ade <span class="_ _d"></span><span class="lsd">..............................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">16<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 xe he y6e ff2 fs5 fc0 sc0 ls0 ws0">3.3<span class="fs4"> <span class="_ _11"> </span></span>I<span class="fs3">DENTIFICAÇÃO E AUTENTICAÇÃO PARA PEDI<span class="_ _7"></span>DOS DE NOVAS CHAVES<span class="_ _7"></span></span> <span class="_ _d"></span><span class="lsd">...................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">17<span class="fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he y6f ffb fs5 fc0 sc0 ls0 ws0">3.3.1<span class="ff2 fs4"> <span class="_ _12"> </span></span>Identificação e autenticação <span class="_ _0"></span>para rotina de novas chaves <span class="_ _f"></span><span class="lsd">.......................................................................<span class="ls0"> <span class="_ _9"></span><span class="lse">17<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he y70 ffb fs5 fc0 sc0 ls0 ws0">3.3.2<span class="ff2 fs4"> <span class="_ _12"> </span></span>Identificação e autenticação para nov<span class="_ _0"></span>as chaves após a revogação <span class="_ _d"></span><span class="lsd">.........................................................<span class="ls0"> <span class="_ _9"></span><span class="lse">17<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 xe he y71 ff2 fs5 fc0 sc0 ls0 ws0">3.4<span class="fs4"> <span class="_ _11"> </span></span>I<span class="fs3">DENTIFICAÇÃO E AUTENTICAÇÃO PARA SOLICI<span class="_ _7"></span>TAÇÃO DE REVOGAÇÃO<span class="_ _7"></span></span> <span class="_ _f"></span><span class="lsd">.................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">17<span class="fs4 ls0"> </span></span></span></span></div></div><a class="l" href="#pfa" data-dest-detail='[10,"XYZ",54,718,null]'><div class="d m1" style="border-style:none;position:absolute;left:54.700000px;bottom:638.830000px;width:485.900000px;height:19.800000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pfd" data-dest-detail='[13,"XYZ",54,718,null]'><div class="d m1" style="border-style:none;position:absolute;left:54.700000px;bottom:619.030000px;width:485.900000px;height:19.800000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pfd" data-dest-detail='[13,"XYZ",54,693,null]'><div class="d m1" style="border-style:none;position:absolute;left:66.450000px;bottom:606.820000px;width:473.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pfd" data-dest-detail='[13,"XYZ",54,363,null]'><div class="d m1" style="border-style:none;position:absolute;left:66.450000px;bottom:594.620000px;width:473.900000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pfd" data-dest-detail='[13,"XYZ",54,289,null]'><div class="d m1" style="border-style:none;position:absolute;left:66.450000px;bottom:582.410000px;width:473.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pfd" data-dest-detail='[13,"XYZ",54,264,null]'><div class="d m1" style="border-style:none;position:absolute;left:78.450000px;bottom:570.200000px;width:461.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pfd" data-dest-detail='[13,"XYZ",54,217,null]'><div class="d m1" style="border-style:none;position:absolute;left:78.450000px;bottom:558.000000px;width:461.900000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pfd" data-dest-detail='[13,"XYZ",54,143,null]'><div class="d m1" style="border-style:none;position:absolute;left:78.450000px;bottom:545.790000px;width:461.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pfe" data-dest-detail='[14,"XYZ",54,718,null]'><div class="d m1" style="border-style:none;position:absolute;left:78.450000px;bottom:533.580000px;width:461.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pfe" data-dest-detail='[14,"XYZ",54,664,null]'><div class="d m1" style="border-style:none;position:absolute;left:78.450000px;bottom:521.370000px;width:461.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pfe" data-dest-detail='[14,"XYZ",54,590,null]'><div class="d m1" style="border-style:none;position:absolute;left:66.450000px;bottom:509.170000px;width:473.900000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pfe" data-dest-detail='[14,"XYZ",54,564,null]'><div class="d m1" style="border-style:none;position:absolute;left:78.450000px;bottom:496.960000px;width:461.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pfe" data-dest-detail='[14,"XYZ",54,503,null]'><div class="d m1" style="border-style:none;position:absolute;left:78.450000px;bottom:484.750000px;width:461.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pfe" data-dest-detail='[14,"XYZ",54,443,null]'><div class="d m1" style="border-style:none;position:absolute;left:66.450000px;bottom:472.550000px;width:473.900000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pfe" data-dest-detail='[14,"XYZ",54,417,null]'><div class="d m1" style="border-style:none;position:absolute;left:78.450000px;bottom:460.340000px;width:461.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pfe" data-dest-detail='[14,"XYZ",54,370,null]'><div class="d m1" style="border-style:none;position:absolute;left:78.450000px;bottom:448.130000px;width:461.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pfe" data-dest-detail='[14,"XYZ",54,244,null]'><div class="d m1" style="border-style:none;position:absolute;left:78.450000px;bottom:435.930000px;width:461.900000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pfe" data-dest-detail='[14,"XYZ",54,198,null]'><div class="d m1" style="border-style:none;position:absolute;left:78.450000px;bottom:423.720000px;width:461.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pfe" data-dest-detail='[14,"XYZ",54,104,null]'><div class="d m1" style="border-style:none;position:absolute;left:66.450000px;bottom:411.510000px;width:473.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf10" data-dest-detail='[16,"XYZ",54,516,null]'><div class="d m1" style="border-style:none;position:absolute;left:54.700000px;bottom:385.710000px;width:485.900000px;height:25.800000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf10" data-dest-detail='[16,"XYZ",54,451,null]'><div class="d m1" style="border-style:none;position:absolute;left:66.450000px;bottom:373.510000px;width:473.900000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf10" data-dest-detail='[16,"XYZ",54,392,null]'><div class="d m1" style="border-style:none;position:absolute;left:66.450000px;bottom:361.300000px;width:473.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf10" data-dest-detail='[16,"XYZ",54,140,null]'><div class="d m1" style="border-style:none;position:absolute;left:66.450000px;bottom:349.090000px;width:473.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf11" data-dest-detail='[17,"XYZ",54,718,null]'><div class="d m1" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y2c ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2d w5 h9"><div class="t m0 x9 h8 y2e ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xa y2d w6 h9"><div class="t m0 xb ha y2f ff7 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y30 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y31 ff8 fs3 fc0 sc0 ls0 ws0">Declaração de Práticas de Certificaçã<span class="_ _7"></span>o da Autoridade Certificadora<span class="_ _7"></span> Raiz da ICP-Brasil <span class="ff9">–</span> <span class="lsb">DO</span>C-ICP-<span class="ls9">01</span> <span class="lsc">v.</span>6<span class="lsa">.0<span class="_ _7"></span></span> <span class="_ _d"></span> <span class="_ _e"> </span> <span class="_ _e"> </span> <span class="_ _e"> </span><span class="ffa">3</span> </div><div class="t m0 x4 h8 y72 ff6 fs0 fc0 sc0 ls0 ws0">4<span class="ff2 fs4"> <span class="_ _10"> </span></span>REQUISITOS OPERACIONAIS DO CICLO DE VIDA DO CERTIFICADO <span class="_ _15"></span>....................... <span class="_ _f"></span>17<span class="ff2 fs4"> </span></div><div class="t m0 xe he y73 ff2 fs5 fc0 sc0 ls0 ws0">4.1<span class="fs4"> <span class="_ _11"> </span></span>S<span class="fs3">OLICITAÇÃO DO CERTIFICADO<span class="_ _7"></span></span><span class="lsd">....................................................................................................................................</span> <span class="_ _8"></span><span class="lse">17<span class="fs4 ls0"> </span></span></div><div class="t m0 x0 he y74 ffb fs5 fc0 sc0 lse ws0">4.<span class="ls0">1.1<span class="ff2 fs4"> <span class="_ _12"> </span></span>Quem pode submeter uma sol<span class="_ _0"></span>icitação de certificado <span class="_ _14"></span><span class="lsd">...............................................................................<span class="ls0"> <span class="_ _9"></span><span class="lse">17<span class="ff2 fs4 ls0"> </span></span></span></span></span></div><div class="t m0 x0 he y75 ffb fs5 fc0 sc0 ls0 ws0">4.1.2<span class="ff2 fs4"> <span class="_ _12"> </span></span>Processo de registro e responsabil<span class="_ _0"></span>idades <span class="lsd">................................................................................................</span>. <span class="_ _8"></span><span class="lse">17<span class="ff2 fs4 ls0"> </span></span></div><div class="t m0 xe he y76 ff2 fs5 fc0 sc0 ls0 ws0">4.2<span class="fs4"> <span class="_ _11"> </span></span>P<span class="fs3">ROCESSAMENTO DE </span>S<span class="fs3">OLICITAÇÃO DE <span class="_ _7"></span></span>C<span class="fs3">ERTIFICADO</span> <span class="_ _8"></span><span class="lsd">.......................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">18<span class="fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he y77 ffb fs5 fc0 sc0 ls0 ws0">4.2.1<span class="ff2 fs4"> <span class="_ _12"> </span></span>Solicitação de certificado à AC Raiz <span class="_ _0"></span><span class="lsd">..........................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">18<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he y78 ffb fs5 fc0 sc0 ls0 ws0">4.2.2<span class="ff2 fs4"> <span class="_ _12"> </span></span>Execução das funções de identificação e aut<span class="_ _0"></span>enticação <span class="_ _0"></span><span class="lsd">............................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">18<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he y79 ffb fs5 fc0 sc0 ls0 ws0">4.2.3<span class="ff2 fs4"> <span class="_ _12"> </span></span>Aprovação ou rejeição de pedidos de <span class="_ _0"></span>certificado <span class="lsd">.....................................................................................</span> <span class="_ _8"></span><span class="lse">19<span class="ff2 fs4 ls0"> </span></span></div><div class="t m0 x0 he y7a ffb fs5 fc0 sc0 ls0 ws0">4.2.4<span class="ff2 fs4"> <span class="_ _12"> </span></span>Tempo para processar a solici<span class="_ _0"></span>tação de certificado <span class="_ _f"></span><span class="lsd">...................................................................................<span class="ls0"> <span class="_ _9"></span><span class="lse">19<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 xe he y7b ff2 fs5 fc0 sc0 ls0 ws0">4.3<span class="fs4"> <span class="_ _11"> </span></span>E<span class="fs3">MISSÃO DE CERTIFICADO</span> <span class="lsd">.........................................................................................................................................</span> <span class="_ _8"></span><span class="lse">19<span class="fs4 ls0"> </span></span></div><div class="t m0 x0 he y7c ffb fs5 fc0 sc0 ls0 ws0">4.3.1<span class="ff2 fs4"> <span class="_ _12"> </span></span>Ações da AC Raiz durante a emi<span class="_ _0"></span>ssão de um certificado <span class="_ _14"></span><span class="lsd">............................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">19<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he y7d ffb fs5 fc0 sc0 ls0 ws0">4.3.2<span class="ff2 fs4"> <span class="_ _12"> </span></span>Notificações para o titular do certifi<span class="_ _0"></span>cado pela AC Raiz na emissão <span class="_ _0"></span>do certificado <span class="_ _d"></span><span class="lsd">...................................<span class="ls0"> <span class="_ _9"></span><span class="lse">19<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 xe he y7e ff2 fs5 fc0 sc0 ls0 ws0">4.4<span class="fs4"> <span class="_ _11"> </span></span>A<span class="fs3">CEITAÇÃO DE CERTIFICADO</span> <span class="lsd">......................................................................................................................................</span> <span class="_ _8"></span><span class="lse">19<span class="fs4 ls0"> </span></span></div><div class="t m0 x0 he y7f ffb fs5 fc0 sc0 ls0 ws0">4.4.1<span class="ff2 fs4"> <span class="_ _12"> </span></span>Conduta sobre a aceitação do certifi<span class="_ _0"></span>cado<span class="lsd">................................................................................................</span>. <span class="_ _8"></span><span class="lse">19<span class="ff2 fs4 ls0"> </span></span></div><div class="t m0 x0 he y80 ffb fs5 fc0 sc0 ls0 ws0">4.4.2<span class="ff2 fs4"> <span class="_ _12"> </span></span>Publicação do certificado pela AC Raiz <span class="_ _9"></span><span class="lsd">................................................................<span class="_ _7"></span>.....................................<span class="ls0"> <span class="_ _8"></span><span class="lse">20<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he y81 ffb fs5 fc0 sc0 ls0 ws0">4.4.3<span class="ff2 fs4"> <span class="_ _12"> </span></span>Notificação de emissão do cer<span class="_ _0"></span>tificado pela AC Raiz para outras en<span class="_ _0"></span>tidades <span class="_ _0"></span><span class="lsd">.............................................<span class="ls0"> <span class="_ _8"></span><span class="lse">20<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 xe he y82 ff2 fs5 fc0 sc0 ls0 ws0">4.5<span class="fs4"> <span class="_ _11"> </span></span>U<span class="fs3">SABILIDADE DO PAR DE CHAVES E DO CERTI<span class="_ _7"></span>FICADO</span> <span class="_ _9"></span><span class="lsd">.......................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">20<span class="fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he y83 ffb fs5 fc0 sc0 ls0 ws0">4.5.1<span class="ff2 fs4"> <span class="_ _12"> </span></span>Usabilidade da chave privada e do <span class="_ _0"></span>certificado do titular <span class="lsd">.........................................................................</span> <span class="_ _8"></span><span class="lse">20<span class="ff2 fs4 ls0"> </span></span></div><div class="t m0 x0 he y84 ffb fs5 fc0 sc0 ls0 ws0">4.5.2<span class="ff2 fs4"> <span class="_ _12"> </span></span>Usabilidade da chave pública e do certifi<span class="_ _0"></span>cado pelas terceiras partes confi<span class="_ _0"></span>áveis <span class="_ _14"></span><span class="lsd">......................................<span class="ls0"> <span class="_ _9"></span><span class="lse">21<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 xe he y85 ff2 fs5 fc0 sc0 ls0 ws0">4.6<span class="fs4"> <span class="_ _11"> </span></span>R<span class="fs3">ENOVAÇÃO DE CERTIFICADOS<span class="_ _7"></span></span> <span class="_ _8"></span><span class="lsd">...................................................................................................................................<span class="ls0"> <span class="_ _9"></span><span class="lse">21<span class="fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he y86 ffb fs5 fc0 sc0 ls0 ws0">4.6.1<span class="ff2 fs4"> <span class="_ _12"> </span></span>Circunstâncias para renovação de <span class="_ _0"></span>certificados <span class="_ _14"></span><span class="lsd">.........................................................................................<span class="ls0"> <span class="_ _9"></span><span class="lse">21<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he y87 ffb fs5 fc0 sc0 ls0 ws0">4.6.2<span class="ff2 fs4"> <span class="_ _12"> </span></span>Quem pode solicitar a renova<span class="_ _0"></span>ção <span class="lsd">.............................................................................................................</span> <span class="_ _8"></span><span class="lse">21<span class="ff2 fs4 ls0"> </span></span></div><div class="t m0 x0 he y88 ffb fs5 fc0 sc0 ls0 ws0">4.6.3<span class="ff2 fs4"> <span class="_ _12"> </span></span>Processamento de requisição<span class="_ _0"></span> para renovação de certificad<span class="_ _0"></span>os <span class="_ _9"></span><span class="lsd">................................................................<span class="ls0">. <span class="_ _8"></span><span class="lse">21<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he y89 ffb fs5 fc0 sc0 ls0 ws0">4.6.4<span class="ff2 fs4"> <span class="_ _12"> </span></span>Notificação para nova emissã<span class="_ _0"></span>o de certificado para o titular <span class="_ _f"></span><span class="lsd">....................................................................<span class="ls0"> <span class="_ _9"></span><span class="lse">21<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he y8a ffb fs5 fc0 sc0 ls0 ws0">4.6.5<span class="ff2 fs4"> <span class="_ _12"> </span></span>Conduta constituindo a aceitação de um<span class="_ _0"></span>a renovação de um certificado <span class="_ _f"></span><span class="lsd">.................................................<span class="ls0"> <span class="_ _9"></span><span class="lse">21<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he y8b ffb fs5 fc0 sc0 ls0 ws0">4.6.6<span class="ff2 fs4"> <span class="_ _12"> </span></span>Publicação de uma renovação d<span class="_ _0"></span>e um certificado pela AC Raiz <span class="_ _14"></span><span class="lsd">................................................................<span class="ls0">. <span class="_ _9"></span><span class="lse">21<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he y8c ffb fs5 fc0 sc0 ls0 ws0">4.6.7<span class="ff2 fs4"> <span class="_ _12"> </span></span>Notificação de emissão de cer<span class="_ _0"></span>tificado pela AC Raiz para outras en<span class="_ _0"></span>tidades <span class="lsd">.............................................</span> <span class="_ _8"></span><span class="lse">21<span class="ff2 fs4 ls0"> </span></span></div><div class="t m0 xe he y8d ff2 fs5 fc0 sc0 ls0 ws0">4.7<span class="fs4"> <span class="_ _11"> </span></span>N<span class="fs3">OVA CHAVE DE CERTIFICADO</span> <span class="_ _d"></span><span class="lsd">....................................................................................................................................<span class="ls0"> <span class="_ _9"></span><span class="lse">21<span class="fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he y8e ffb fs5 fc0 sc0 ls0 ws0">4.7.1<span class="ff2 fs4"> <span class="_ _12"> </span></span>Circunstâncias para nova chave de c<span class="_ _0"></span>ertificado <span class="_ _d"></span><span class="lsd">.........................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">21<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he y8f ffb fs5 fc0 sc0 ls0 ws0">4.7.2<span class="ff2 fs4"> <span class="_ _12"> </span></span>Quem pode requisitar a certif<span class="_ _0"></span>icação de uma nova chave pública <span class="_ _9"></span><span class="lsd">............................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">21<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he y90 ffb fs5 fc0 sc0 ls0 ws0">4.7.3<span class="ff2 fs4"> <span class="_ _12"> </span></span>Processamento de requisição<span class="_ _0"></span> de novas chaves de certificado <span class="_ _f"></span><span class="lsd">..................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">21<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he y91 ffb fs5 fc0 sc0 ls0 ws0">4.7.4<span class="ff2 fs4"> <span class="_ _12"> </span></span>Notificação de emissão de n<span class="_ _0"></span>ovo certificado para o titular <span class="_ _0"></span><span class="lsd">.......................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">21<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he y92 ffb fs5 fc0 sc0 ls0 ws0">4.7.5<span class="ff2 fs4"> <span class="_ _12"> </span></span>Conduta constituindo a aceitação de um<span class="_ _0"></span>a nova chave certificada <span class="lsd">..........................................................</span> <span class="_ _8"></span><span class="lse">22<span class="ff2 fs4 ls0"> </span></span></div><div class="t m0 x0 he y93 ffb fs5 fc0 sc0 ls0 ws0">4.7.6<span class="ff2 fs4"> <span class="_ _12"> </span></span>Publicação de uma nova cha<span class="_ _0"></span>ve certificada pela AC Raiz <span class="_ _0"></span><span class="lsd">..........................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">22<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he y94 ffb fs5 fc0 sc0 ls0 ws0">4.7.7<span class="ff2 fs4"> <span class="_ _12"> </span></span>Notificação de uma emissão d<span class="_ _0"></span>e certificado pela AC Raiz para outras <span class="_ _0"></span>entidades <span class="_ _0"></span><span class="lsd">.....................................<span class="ls0"> <span class="_ _8"></span><span class="lse">22<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 xe he y95 ff2 fs5 fc0 sc0 ls0 ws0">4.8<span class="fs4"> <span class="_ _11"> </span></span>M<span class="fs3">ODIFICAÇÃO DE CERTIFICADO</span> <span class="_ _8"></span><span class="lsd">................................<span class="_ _7"></span>..................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">22<span class="fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he y96 ffb fs5 fc0 sc0 ls0 ws0">4.8.1<span class="ff2 fs4"> <span class="_ _12"> </span></span>Circunstâncias para modificação de certifi<span class="_ _0"></span>cado <span class="lsd">.......................................................................................</span> <span class="_ _8"></span><span class="lse">22<span class="ff2 fs4 ls0"> </span></span></div><div class="t m0 x0 he y97 ffb fs5 fc0 sc0 ls0 ws0">4.8.2<span class="ff2 fs4"> <span class="_ _12"> </span></span>Quem pode requisitar a modifica<span class="_ _0"></span>ção de certificado <span class="_ _8"></span><span class="lsd">.................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">22<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he y98 ffb fs5 fc0 sc0 ls0 ws0">4.8.3<span class="ff2 fs4"> <span class="_ _12"> </span></span>Processamento de requisição<span class="_ _0"></span> de modificação de certificado <span class="_ _0"></span><span class="lsd">...................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">22<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he y99 ffb fs5 fc0 sc0 ls0 ws0">4.8.4<span class="ff2 fs4"> <span class="_ _12"> </span></span>Notificação de emissão de n<span class="_ _0"></span>ovo certificado para o titular <span class="_ _0"></span><span class="lsd">.......................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">22<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he y9a ffb fs5 fc0 sc0 ls0 ws0">4.8.5<span class="ff2 fs4"> <span class="_ _12"> </span></span>Conduta constituindo a aceitação de um<span class="_ _0"></span>a modificação de certificado <span class="_ _8"></span><span class="lsd">....................................................<span class="ls0"> <span class="_ _9"></span><span class="lse">22<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he y9b ffb fs5 fc0 sc0 ls0 ws0">4.8.6<span class="ff2 fs4"> <span class="_ _12"> </span></span>Publicação de uma modificação de <span class="_ _0"></span>certificado pela AC Raiz <span class="_ _d"></span><span class="lsd">....................................................................<span class="ls0"> <span class="_ _9"></span><span class="lse">22<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he y9c ffb fs5 fc0 sc0 ls0 ws0">4.8.7<span class="ff2 fs4"> <span class="_ _12"> </span></span>Notificação de uma emissão d<span class="_ _0"></span>e certificado pela AC Raiz para outras <span class="_ _0"></span>entidades <span class="_ _0"></span><span class="lsd">.....................................<span class="ls0"> <span class="_ _8"></span><span class="lse">22<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 xe he y9d ff2 fs5 fc0 sc0 ls0 ws0">4.9<span class="fs4"> <span class="_ _11"> </span></span>S<span class="fs3">USPENSÃO E REVOGAÇÃO DE CERTI<span class="_ _7"></span>FICADO</span> <span class="_ _9"></span><span class="lsd">..................................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">22<span class="fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he y9e ffb fs5 fc0 sc0 ls0 ws0">4.9.1<span class="ff2 fs4"> <span class="_ _12"> </span></span>Circunstâncias para revogação <span class="_ _d"></span><span class="lsd">.................................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">22<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he y9f ffb fs5 fc0 sc0 ls0 ws0">4.9.2<span class="ff2 fs4"> <span class="_ _12"> </span></span>Quem pode solicitar revogaçã<span class="_ _0"></span>o <span class="_ _0"></span><span class="lsd">................................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">23<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he ya0 ffb fs5 fc0 sc0 ls0 ws0">4.9.4<span class="ff2 fs4"> <span class="_ _12"> </span></span>Prazo para solicitação de revogaçã<span class="_ _0"></span>o <span class="_ _0"></span><span class="lsd">........................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">24<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he ya1 ffb fs5 fc0 sc0 ls0 ws0">4.9.5<span class="ff2 fs4"> <span class="_ _12"> </span></span>Tempo em que a AC Raiz deve pro<span class="_ _0"></span>cessar o pedido de revogação <span class="_ _0"></span><span class="lsd">............................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">24<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he ya2 ffb fs5 fc0 sc0 ls0 ws0">4.9.6<span class="ff2 fs4"> <span class="_ _12"> </span></span>Requisitos de verificação de r<span class="_ _0"></span>evogação para as partes confiávei<span class="_ _0"></span>s <span class="_ _9"></span><span class="lsd">...........................................................<span class="ls0"> <span class="_ _9"></span><span class="lse">24<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he ya3 ffb fs5 fc0 sc0 ls0 ws0">4.9.7<span class="ff2 fs4"> <span class="_ _12"> </span></span>Frequência de emissão de LCR<span class="_ _0"></span> <span class="_ _9"></span><span class="lsd">..................................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">24<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he ya4 ffb fs5 fc0 sc0 ls0 ws0">4.9.8<span class="ff2 fs4"> <span class="_ _12"> </span></span>Latência máxima para a LCR <span class="_ _14"></span><span class="lsd">.....................................................................................................................<span class="ls0"> <span class="_ _9"></span><span class="lse">24<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he ya5 ffb fs5 fc0 sc0 ls0 ws0">4.9.9<span class="ff2 fs4"> <span class="_ _12"> </span></span>Disponibilidade para revoga<span class="_ _0"></span>ção/verificação de status on-line <span class="_ _d"></span><span class="lsd">................................................................<span class="ls0">. <span class="_ _8"></span><span class="lse">24<span class="ff2 fs4 ls0"> </span></span></span></span></div></div><a class="l" href="#pf13" data-dest-detail='[19,"XYZ",54,329,null]'><div class="d m1" style="border-style:none;position:absolute;left:54.700000px;bottom:693.130000px;width:485.900000px;height:25.790000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf13" data-dest-detail='[19,"XYZ",54,297,null]'><div class="d m1" style="border-style:none;position:absolute;left:66.450000px;bottom:686.920000px;width:473.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf13" data-dest-detail='[19,"XYZ",54,212,null]'><div class="d m1" style="border-style:none;position:absolute;left:78.450000px;bottom:674.710000px;width:461.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf13" data-dest-detail='[19,"XYZ",54,118,null]'><div class="d m1" style="border-style:none;position:absolute;left:78.450000px;bottom:662.500000px;width:461.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf14" data-dest-detail='[20,"XYZ",54,333,null]'><div class="d m1" style="border-style:none;position:absolute;left:66.450000px;bottom:650.300000px;width:473.900000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf14" data-dest-detail='[20,"XYZ",54,309,null]'><div class="d m1" style="border-style:none;position:absolute;left:78.450000px;bottom:638.090000px;width:461.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf14" data-dest-detail='[20,"XYZ",54,112,null]'><div class="d m1" style="border-style:none;position:absolute;left:78.450000px;bottom:625.880000px;width:461.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf15" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y2c ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2d w5 h9"><div class="t m0 x9 h8 y2e ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xa y2d w6 h9"><div class="t m0 xb ha y2f ff7 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y30 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y31 ff8 fs3 fc0 sc0 ls0 ws0">Declaração de Práticas de Certificaçã<span class="_ _7"></span>o da Autoridade Certificadora<span class="_ _7"></span> Raiz da ICP-Brasil <span class="ff9">–</span> <span class="lsb">DO</span>C-ICP-<span class="ls9">01</span> <span class="lsc">v.</span>6<span class="lsa">.0<span class="_ _7"></span></span> <span class="_ _d"></span> <span class="_ _e"> </span> <span class="_ _e"> </span> <span class="_ _e"> </span><span class="ffa">4</span> </div><div class="t m0 x0 he ya6 ffb fs5 fc0 sc0 ls0 ws0">4.9.10<span class="ff2 fs4"> <span class="_ _16"> </span></span>Requisitos para verificação d<span class="_ _0"></span>e revogação on-line <span class="_ _f"></span><span class="lsd">................................................................................<span class="ls0"> <span class="_ _9"></span><span class="lse">24<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he ya7 ffb fs5 fc0 sc0 ls0 ws0">4.9.11<span class="ff2 fs4"> <span class="_ _16"> </span></span>Outras formas disponíveis par<span class="_ _0"></span>a divulgação de revogação <span class="lsd">..................................................................</span> <span class="_ _8"></span><span class="lse">24<span class="ff2 fs4 ls0"> </span></span></div><div class="t m0 x0 he ya8 ffb fs5 fc0 sc0 ls0 ws0">4.9.12<span class="ff2 fs4"> <span class="_ _16"> </span></span>Requisitos especiais para o c<span class="_ _0"></span>aso de comprometimento de chave <span class="lsd">.......................................................</span> <span class="_ _8"></span><span class="lse">24<span class="ff2 fs4 ls0"> </span></span></div><div class="t m0 x0 he ya9 ffb fs5 fc0 sc0 ls0 ws0">4.9.13<span class="ff2 fs4"> <span class="_ _16"> </span></span>Circunstâncias para suspensão <span class="_ _9"></span><span class="lsd">............................................................................................................<span class="ls0"> <span class="_ _9"></span><span class="lse">25<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he yaa ffb fs5 fc0 sc0 ls0 ws0">4.9.14<span class="ff2 fs4"> <span class="_ _16"> </span></span>Quem pode solicitar suspensã<span class="_ _0"></span>o <span class="_ _f"></span><span class="lsd">............................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">25<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he yab ffb fs5 fc0 sc0 ls0 ws0">4.9.15<span class="ff2 fs4"> <span class="_ _16"> </span></span>Procedimento para solicitação d<span class="_ _0"></span>e suspensão <span class="_ _0"></span><span class="lsd">......................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">25<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he yac ffb fs5 fc0 sc0 ls0 ws0">4.9.16<span class="ff2 fs4"> <span class="_ _16"> </span></span>Limites no período de suspensão <span class="_ _0"></span><span class="lsd">.........................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">25<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 xe he yad ff2 fs5 fc0 sc0 ls0 ws0">4.10<span class="fs4"> <span class="_ _17"> </span></span>S<span class="fs3">ERVIÇOS DE STATUS DE CERTIFICADO<span class="_ _7"></span></span> <span class="_ _9"></span><span class="lsd">.....................................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">25<span class="fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he yae ffb fs5 fc0 sc0 ls0 ws0">4.10.1<span class="ff2 fs4"> <span class="_ _16"> </span></span>Características operacionais <span class="_ _0"></span><span class="lsd">................................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">25<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he yaf ffb fs5 fc0 sc0 ls0 ws0">4.10.2<span class="ff2 fs4"> <span class="_ _16"> </span></span>Disponibilidade dos serviços<span class="_ _0"></span> <span class="_ _f"></span><span class="lsd">.................................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">25<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he yb0 ffb fs5 fc0 sc0 ls0 ws0">4.10.3<span class="ff2 fs4"> <span class="_ _16"> </span></span>Funcionalidades operacionai<span class="_ _0"></span>s <span class="_ _9"></span><span class="lsd">..............................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">25<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 xe he yb1 ff2 fs5 fc0 sc0 ls0 ws0">4.11<span class="fs4"> <span class="_ _17"> </span></span>E<span class="fs3">NCERRAMENTO DE ATIVIDADES<span class="_ _7"></span></span> <span class="_ _8"></span><span class="lsd">............................................................................................................................<span class="ls0"> <span class="_ _9"></span><span class="lse">25<span class="fs4 ls0"> </span></span></span></span></div><div class="t m0 xe he yb2 ff2 fs5 fc0 sc0 ls0 ws0">4.12<span class="fs4"> <span class="_ _17"> </span></span>C<span class="fs3">USTÓDIA E RECUPERAÇÃO DE CHAV<span class="_ _7"></span>E</span> <span class="_ _8"></span><span class="lsd">.....................................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">25<span class="fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he yb3 ffb fs5 fc0 sc0 ls0 ws0">4.12.1<span class="ff2 fs4"> <span class="_ _16"> </span></span>Política e práticas de custódia e r<span class="_ _0"></span>ecuperação de chave <span class="_ _d"></span><span class="lsd">.......................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">25<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he yb4 ffb fs5 fc0 sc0 ls0 ws0">4.12.2<span class="ff2 fs4"> <span class="_ _16"> </span></span>Política e práticas de encapsu<span class="_ _0"></span>lamento e recuperação de chave de sessão<span class="_ _0"></span> <span class="lsd">.........................................</span> <span class="_ _9"></span><span class="lse">25<span class="ff2 fs4 ls0"> </span></span></div><div class="t m0 x4 h8 yb5 ff6 fs0 fc0 sc0 ls0 ws0">5<span class="ff2 fs4"> <span class="_ _10"> </span></span>CONTROLES OPERACIONAIS, GERENCIAMENTO E DE INSTALAÇÕES <span class="_ _8"></span>................... <span class="_ _f"></span>26<span class="ff2 fs4"> </span></div><div class="t m0 xe he yb6 ff2 fs5 fc0 sc0 ls0 ws0">5.1<span class="fs4"> <span class="_ _11"> </span></span>C<span class="fs3">ONTROLES FÍSICOS</span> <span class="lsd">.................................................................................................................................................</span> <span class="_ _8"></span><span class="lse">26<span class="fs4 ls0"> </span></span></div><div class="t m0 x0 he yb7 ffb fs5 fc0 sc0 ls0 ws0">5.1.1<span class="ff2 fs4"> <span class="_ _12"> </span></span>Construção e localização das instalações <span class="_ _9"></span><span class="lsd">................................................................................................<span class="ls0">. <span class="_ _8"></span><span class="lse">26<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he yb8 ffb fs5 fc0 sc0 ls0 ws0">5.1.2<span class="ff2 fs4"> <span class="_ _12"> </span></span>Acesso físico <span class="_ _8"></span><span class="lsd">..............................................................................................................................................<span class="ls0"> <span class="_ _9"></span><span class="lse">26<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he yb9 ffb fs5 fc0 sc0 ls0 ws0">5.1.3<span class="ff2 fs4"> <span class="_ _12"> </span></span>Sistemas físicos de detecção <span class="_ _8"></span><span class="lsd">.....................................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">28<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he yba ffb fs5 fc0 sc0 ls0 ws0">5.1.4<span class="ff2 fs4"> <span class="_ _12"> </span></span>Mecanismos de emergência <span class="lsd">.....................................................................................................................</span> <span class="_ _8"></span><span class="lse">29<span class="ff2 fs4 ls0"> </span></span></div><div class="t m0 x0 he ybb ffb fs5 fc0 sc0 ls0 ws0">5.1.5<span class="ff2 fs4"> <span class="_ _12"> </span></span>Energia e ar-condicionado <span class="_ _9"></span><span class="lsd">........................................................................................................................<span class="ls0"> <span class="_ _9"></span><span class="lse">29<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he ybc ffb fs5 fc0 sc0 lse ws0">5.<span class="ls0">1.6<span class="ff2 fs4"> <span class="_ _12"> </span></span>Exposição à água <span class="_ _0"></span><span class="lsd">......................................................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">30<span class="ff2 fs4 ls0"> </span></span></span></span></span></div><div class="t m0 x0 he ybd ffb fs5 fc0 sc0 ls0 ws0">5.1.7<span class="ff2 fs4"> <span class="_ _12"> </span></span>Prevenção e proteção contra incê<span class="_ _0"></span>ndio <span class="_ _f"></span><span class="lsd">......................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">30<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he ybe ffb fs5 fc0 sc0 ls0 ws0">5.1.8<span class="ff2 fs4"> <span class="_ _12"> </span></span>Armazenamento de mídia <span class="_ _14"></span><span class="lsd">.........................................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">30<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he ybf ffb fs5 fc0 sc0 ls0 ws0">5.1.9<span class="ff2 fs4"> <span class="_ _12"> </span></span>Destruição de lixo <span class="_ _14"></span><span class="lsd">................................................................................................<span class="_ _7"></span>......................................<span class="ls0"> <span class="_ _8"></span><span class="lse">31<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he yc0 ffb fs5 fc0 sc0 ls0 ws0">5.1.10<span class="ff2 fs4"> <span class="_ _16"> </span></span>Instalações de segurança (ba<span class="_ _0"></span>ckup) externas (off-site) para AC <span class="_ _8"></span><span class="lsd">...........................................................<span class="ls0"> <span class="_ _9"></span><span class="lse">31<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 xe he yc1 ff2 fs5 fc0 sc0 ls0 ws0">5.2<span class="fs4"> <span class="_ _11"> </span></span>C<span class="fs3">ONTROLES </span>P<span class="fs3">ROCEDIMENTAIS</span> <span class="_ _0"></span><span class="lsd">...................................................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">31<span class="fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he yc2 ffb fs5 fc0 sc0 ls0 ws0">5.2.1<span class="ff2 fs4"> <span class="_ _12"> </span></span>Perfis qualificados <span class="_ _8"></span><span class="lsd">.....................................................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">31<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he yc3 ffb fs5 fc0 sc0 ls0 ws0">5.2.3<span class="ff2 fs4"> <span class="_ _12"> </span></span>Identificação e autenticação <span class="_ _0"></span>para cada perfil<span class="lsd">...........................................................................................</span> <span class="_ _8"></span><span class="lse">32<span class="ff2 fs4 ls0"> </span></span></div><div class="t m0 xe he yc4 ff2 fs5 fc0 sc0 ls0 ws0">5.3<span class="fs4"> <span class="_ _11"> </span></span>C<span class="fs3">ONTROLES DE </span>P<span class="fs3 ls10">ESSOAL</span> <span class="_ _9"></span><span class="lsd">...........................................................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">33<span class="fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he yc5 ffb fs5 fc0 sc0 ls0 ws0">5.3.1<span class="ff2 fs4"> <span class="_ _12"> </span></span>Antecedentes, qualificação, e<span class="_ _0"></span>xperiência e requisitos de idoneidad<span class="_ _0"></span>e <span class="_ _d"></span><span class="lsd">........................................................<span class="ls0"> <span class="_ _9"></span><span class="lse">33<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he yc6 ffb fs5 fc0 sc0 ls0 ws0">5.3.2<span class="ff2 fs4"> <span class="_ _12"> </span></span>Procedimentos de verificação <span class="_ _0"></span>de antecedentes <span class="_ _f"></span><span class="lsd">........................................................................................<span class="ls0"> <span class="_ _9"></span><span class="lse">34<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he yc7 ffb fs5 fc0 sc0 ls0 ws0">5.3.3<span class="ff2 fs4"> <span class="_ _12"> </span></span>Requisitos de treinamento <span class="_ _8"></span><span class="lsd">........................................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">34<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he yc8 ffb fs5 fc0 sc0 lse ws0">5.<span class="ls0">3.4<span class="ff2 fs4"> <span class="_ _12"> </span></span>Frequência e requisitos par<span class="_ _0"></span>a reciclagem técnica <span class="_ _8"></span><span class="lsd">......................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">35<span class="ff2 fs4 ls0"> </span></span></span></span></span></div><div class="t m0 x0 he yc9 ffb fs5 fc0 sc0 ls0 ws0">5.3.5<span class="ff2 fs4"> <span class="_ _12"> </span></span>Frequência e sequência de rodízi<span class="_ _0"></span>o de cargos <span class="_ _d"></span><span class="lsd">............................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">35<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he yca ffb fs5 fc0 sc0 ls0 ws0">5.3.6<span class="ff2 fs4"> <span class="_ _12"> </span></span>Sanções para ações não autor<span class="_ _0"></span>izadas <span class="_ _8"></span><span class="lsd">........................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">35<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he ycb ffb fs5 fc0 sc0 ls0 ws0">5.3.7<span class="ff2 fs4"> <span class="_ _12"> </span></span>Requisitos para contratação de p<span class="_ _0"></span>essoal <span class="_ _0"></span><span class="lsd">...................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">35<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he ycc ffb fs5 fc0 sc0 ls0 ws0">5.3.8<span class="ff2 fs4"> <span class="_ _12"> </span></span>Documentação fornecida ao pessoal <span class="_ _d"></span><span class="lsd">........................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">35<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 xe he ycd ff2 fs5 fc0 sc0 ls0 ws0">5.4<span class="fs4"> <span class="_ _11"> </span></span>P<span class="fs3">ROCEDIMENTOS DE </span><span class="ffb">L<span class="fs3 ls11">OG</span></span><span class="fs3"> <span class="ls12">DE </span></span>A<span class="fs3">UDITORIA</span>. <span class="_ _d"></span><span class="lsd">.....................................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">35<span class="fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he yce ffb fs5 fc0 sc0 ls0 ws0">5.4.1<span class="ff2 fs4"> <span class="_ _12"> </span></span>Tipos de eventos registrados<span class="lsd">.....................................................................................................................</span> <span class="_ _8"></span><span class="lse">35<span class="ff2 fs4 ls0"> </span></span></div><div class="t m0 x0 he ycf ffb fs5 fc0 sc0 ls0 ws0">5.4.2<span class="ff2 fs4"> <span class="_ _12"> </span></span>Frequência de auditoria de registros<span class="_ _0"></span> <span class="lsd">........................................................................................................</span> <span class="_ _8"></span><span class="lse">36<span class="ff2 fs4 ls0"> </span></span></div><div class="t m0 x0 he yd0 ffb fs5 fc0 sc0 ls0 ws0">5.4.3<span class="ff2 fs4"> <span class="_ _12"> </span></span>Período de retenção para registr<span class="_ _0"></span>os de auditoria <span class="_ _9"></span><span class="lsd">......................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">37<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he yd1 ffb fs5 fc0 sc0 ls0 ws0">5.4.4<span class="ff2 fs4"> <span class="_ _12"> </span></span>Proteção de registros de auditoria<span class="_ _0"></span> <span class="_ _f"></span><span class="lsd">............................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">37<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he yd2 ffb fs5 fc0 sc0 ls0 ws0">5.4.5<span class="ff2 fs4"> <span class="_ _12"> </span></span>Procedimentos para cópia de segura<span class="_ _0"></span>nça (Backup) de registros de auditori<span class="_ _0"></span>a <span class="_ _d"></span><span class="lsd">...........................................<span class="ls0"> <span class="_ _8"></span><span class="lse">37<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he yd3 ffb fs5 fc0 sc0 lse ws0">5.<span class="ls0">4.6<span class="ff2 fs4"> <span class="_ _12"> </span></span>Sistema de coleta de dados d<span class="_ _0"></span>e auditoria (interno ou externo) <span class="_ _8"></span><span class="lsd">................................................................<span class="ls0">. <span class="_ _8"></span><span class="lse">37<span class="ff2 fs4 ls0"> </span></span></span></span></span></div><div class="t m0 x0 he yd4 ffb fs5 fc0 sc0 ls0 ws0">5.4.7<span class="ff2 fs4"> <span class="_ _12"> </span></span>Notificação de agentes causa<span class="_ _0"></span>dores de eventos <span class="_ _8"></span><span class="lsd">........................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">37<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he yd5 ffb fs5 fc0 sc0 ls0 ws0">5.4.8<span class="ff2 fs4"> <span class="_ _12"> </span></span>Avaliações de vulnerabilidade<span class="lsd">...................................................................................................................</span> <span class="_ _8"></span><span class="lse">38<span class="ff2 fs4 ls0"> </span></span></div><div class="t m0 xe he yd6 ff2 fs5 fc0 sc0 ls0 ws0">5.5<span class="fs4"> <span class="_ _11"> </span></span>A<span class="fs3">RQUIVAMENTO DE </span>R<span class="fs3">EGISTROS</span> <span class="lsd">................................................................................................................................</span>. <span class="_ _9"></span><span class="lse">38<span class="fs4 ls0"> </span></span></div><div class="t m0 x0 he yd7 ffb fs5 fc0 sc0 ls0 ws0">5.5.1<span class="ff2 fs4"> <span class="_ _12"> </span></span>Tipos de registros arquivados <span class="_ _9"></span><span class="lsd">...................................................................................................................<span class="ls0"> <span class="_ _9"></span><span class="lse">38<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he yd8 ffb fs5 fc0 sc0 ls0 ws0">5.5.2<span class="ff2 fs4"> <span class="_ _12"> </span></span>Período de retenção para arquiv<span class="_ _0"></span>o <span class="lsd">............................................................................................................</span> <span class="_ _9"></span><span class="lse">38<span class="ff2 fs4 ls0"> </span></span></div></div><a class="l" href="#pf1a" data-dest-detail='[26,"XYZ",54,288,null]'><div class="d m1" style="border-style:none;position:absolute;left:78.450000px;bottom:706.720000px;width:461.900000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf1a" data-dest-detail='[26,"XYZ",54,242,null]'><div class="d m1" style="border-style:none;position:absolute;left:78.450000px;bottom:694.510000px;width:461.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf1a" data-dest-detail='[26,"XYZ",54,167,null]'><div class="d m1" style="border-style:none;position:absolute;left:78.450000px;bottom:682.300000px;width:461.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf1b" data-dest-detail='[27,"XYZ",54,718,null]'><div class="d m1" style="border-style:none;position:absolute;left:78.450000px;bottom:670.100000px;width:461.900000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf1b" data-dest-detail='[27,"XYZ",54,664,null]'><div class="d m1" style="border-style:none;position:absolute;left:78.450000px;bottom:657.890000px;width:461.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf1b" data-dest-detail='[27,"XYZ",54,617,null]'><div class="d m1" style="border-style:none;position:absolute;left:78.450000px;bottom:645.680000px;width:461.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf1b" data-dest-detail='[27,"XYZ",54,557,null]'><div class="d m1" style="border-style:none;position:absolute;left:78.450000px;bottom:633.470000px;width:461.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf1b" data-dest-detail='[27,"XYZ",54,510,null]'><div class="d m1" style="border-style:none;position:absolute;left:66.450000px;bottom:621.270000px;width:473.900000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf1b" data-dest-detail='[27,"XYZ",54,484,null]'><div class="d m1" style="border-style:none;position:absolute;left:78.450000px;bottom:609.060000px;width:461.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf1b" data-dest-detail='[27,"XYZ",54,424,null]'><div class="d m1" style="border-style:none;position:absolute;left:78.450000px;bottom:596.850000px;width:461.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf1b" data-dest-detail='[27,"XYZ",54,377,null]'><div class="d m1" style="border-style:none;position:absolute;left:78.450000px;bottom:584.650000px;width:461.900000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf1b" data-dest-detail='[27,"XYZ",54,330,null]'><div class="d m1" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y2c ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2d w5 h9"><div class="t m0 x9 h8 y2e ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xa y2d w6 h9"><div class="t m0 xb ha y2f ff7 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y30 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y31 ff8 fs3 fc0 sc0 ls0 ws0">Declaração de Práticas de Certificaçã<span class="_ _7"></span>o da Autoridade Certificadora<span class="_ _7"></span> Raiz da ICP-Brasil <span class="ff9">–</span> <span class="lsb">DO</span>C-ICP-<span class="ls9">01</span> <span class="lsc">v.</span>6<span class="lsa">.0<span class="_ _7"></span></span> <span class="_ _d"></span> <span class="_ _e"> </span> <span class="_ _e"> </span> <span class="_ _e"> </span><span class="ffa">5</span> </div><div class="t m0 x0 he ya6 ffb fs5 fc0 sc0 ls0 ws0">5.5.3<span class="ff2 fs4"> <span class="_ _12"> </span></span>Proteção de arquivo <span class="_ _d"></span><span class="lsd">..................................................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">38<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he ya7 ffb fs5 fc0 sc0 ls0 ws0">5.5.4<span class="ff2 fs4"> <span class="_ _12"> </span></span>5.5.4 Procedimentos de cópia <span class="_ _0"></span>de arquivo <span class="_ _8"></span><span class="lsd">................................................................................................<span class="ls0">. <span class="_ _9"></span><span class="lse">39<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he ya8 ffb fs5 fc0 sc0 ls0 ws0">5.5.5<span class="ff2 fs4"> <span class="_ _12"> </span></span>Requisitos para datação de registros <span class="_ _14"></span><span class="lsd">........................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">39<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he ya9 ffb fs5 fc0 sc0 ls0 ws0">5.5.6<span class="ff2 fs4"> <span class="_ _12"> </span></span>Sistema de coleta de dados de arq<span class="_ _0"></span>uivo (interno e externo) <span class="_ _f"></span><span class="lsd">......................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">39<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he yaa ffb fs5 fc0 sc0 ls0 ws0">5.5.7<span class="ff2 fs4"> <span class="_ _12"> </span></span>Procedimentos para obter e verificar inf<span class="_ _0"></span>ormação de arquivo <span class="_ _9"></span><span class="lsd">..................................................................<span class="ls0"> <span class="_ _9"></span><span class="lse">39<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 xe he yab ff2 fs5 fc0 sc0 ls0 ws0">5.6<span class="fs4"> <span class="_ _11"> </span></span>T<span class="fs3">ROCA DE CHAVE</span> <span class="_ _f"></span><span class="lsd">.....................................................................................................................................................<span class="ls0"> <span class="_ _9"></span><span class="lse">39<span class="fs4 ls0"> </span></span></span></span></div><div class="t m0 xe he yac ff2 fs5 fc0 sc0 ls0 ws0">5.7<span class="fs4"> <span class="_ _11"> </span></span>C<span class="fs3">OMPROMETIMENTO E </span>R<span class="fs3">ECUPERAÇÃO DE </span>D<span class="fs3">ESAST<span class="_ _7"></span>RE</span> <span class="lsd">................................................................<span class="_ _7"></span>.....................................</span> <span class="_ _8"></span><span class="lse">40<span class="fs4 ls0"> </span></span></div><div class="t m0 x0 he yad ffb fs5 fc0 sc0 ls0 ws0">5.7.1<span class="ff2 fs4"> <span class="_ _12"> </span></span>Procedimentos de gerenciam<span class="_ _0"></span>ento de incidente e comprometiment<span class="_ _0"></span>o <span class="_ _0"></span><span class="lsd">......................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">40<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he yae ffb fs5 fc0 sc0 ls0 ws0">5.7.2<span class="ff2 fs4"> <span class="_ _12"> </span></span>Recursos computacionais, sof<span class="_ _0"></span>tware e/ou dados corrompidos <span class="lsd">................................................................</span>. <span class="_ _8"></span><span class="lse">40<span class="ff2 fs4 ls0"> </span></span></div><div class="t m0 x0 he yaf ffb fs5 fc0 sc0 ls0 ws0">5.7.3<span class="ff2 fs4"> <span class="_ _12"> </span></span>Procedimentos no caso de co<span class="_ _0"></span>mprometimento de chave privada de entid<span class="_ _0"></span>ade <span class="lsd">.........................................</span> <span class="_ _8"></span><span class="lse">41<span class="ff2 fs4 ls0"> </span></span></div><div class="t m0 x0 he yb0 ffb fs5 fc0 sc0 ls0 ws0">5.7.4<span class="ff2 fs4"> <span class="_ _12"> </span></span>Capacidade de continuidade de n<span class="_ _0"></span>egócio após desastre <span class="_ _0"></span><span class="lsd">...........................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">41<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 xe he yb1 ff2 fs5 fc0 sc0 ls0 ws0">5.8<span class="fs4"> <span class="_ _11"> </span></span>E<span class="fs3">XTINÇÃO DA </span><span class="ls13">AC</span><span class="fs3"> </span>R<span class="fs3">AIZ</span> <span class="lsd">................................<span class="_ _7"></span>.............................................................................................................</span> <span class="_ _8"></span><span class="lse">41<span class="fs4 ls0"> </span></span></div><div class="t m0 xe he yb2 ff2 fs5 fc0 sc0 ls0 ws0">5.9<span class="fs4"> <span class="_ _11"> </span></span>P<span class="fs3">ROGRAMA DE SEGURANÇA DA </span><span class="ls13">AC</span><span class="fs3"> </span>R<span class="fs3">AIZ</span> <span class="_ _8"></span><span class="lsd">................................................................................................<span class="_ _7"></span>......................<span class="ls0"> <span class="_ _8"></span><span class="lse">42<span class="fs4 ls0"> </span></span></span></span></div><div class="t m0 x4 h8 yd9 ff6 fs0 fc0 sc0 ls0 ws0">6<span class="ff2 fs4"> <span class="_ _10"> </span></span>CONTROLES TÉCNICOS DE SEGURANÇA <span class="_ _13"></span>........................................................................ <span class="_ _d"></span>42<span class="ff2 fs4"> </span></div><div class="t m0 xe he y38 ff2 fs5 fc0 sc0 ls0 ws0">6.1<span class="fs4"> <span class="_ _11"> </span></span>G<span class="fs3">ERAÇÃO E </span>I<span class="fs3">NSTALAÇÃO DO </span>P<span class="fs3">AR DE </span>C<span class="fs3">HAVES<span class="_ _7"></span></span> <span class="_ _8"></span><span class="lsd">................................................................................................................<span class="ls0"> <span class="_ _9"></span><span class="lse">42<span class="fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he yda ffb fs5 fc0 sc0 ls0 ws0">6.1.1<span class="ff2 fs4"> <span class="_ _12"> </span></span>Geração do par de chaves <span class="_ _f"></span><span class="lsd">.........................................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">42<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he yb6 ffb fs5 fc0 sc0 lse ws0">6.<span class="ls0">1.2<span class="ff2 fs4"> <span class="_ _12"> </span></span>Entrega da chave privada à enti<span class="_ _0"></span>dade <span class="_ _9"></span><span class="lsd">.......................................................................................................<span class="ls0"> <span class="_ _9"></span><span class="lse">42<span class="ff2 fs4 ls0"> </span></span></span></span></span></div><div class="t m0 x0 he yb7 ffb fs5 fc0 sc0 ls0 ws0">6.1.3<span class="ff2 fs4"> <span class="_ _12"> </span></span>Entrega da chave pública par<span class="_ _0"></span>a emissor de certificado <span class="_ _0"></span><span class="lsd">.............................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">43<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he yb8 ffb fs5 fc0 sc0 ls0 ws0">6.1.4<span class="ff2 fs4"> <span class="_ _12"> </span></span>Entrega de chave pública da A<span class="_ _0"></span>C Raiz às terceiras partes <span class="_ _14"></span><span class="lsd">..........................................................................<span class="ls0"> <span class="_ _9"></span><span class="lse">43<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he yb9 ffb fs5 fc0 sc0 ls0 ws0">6.1.5<span class="ff2 fs4"> <span class="_ _12"> </span></span>Tamanhos de chave <span class="_ _0"></span><span class="lsd">..................................................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">43<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he yba ffb fs5 fc0 sc0 ls0 ws0">6.1.6<span class="ff2 fs4"> <span class="_ _12"> </span></span>Geração de parâmetros de chaves assim<span class="_ _0"></span>étricas e verificação da qual<span class="_ _0"></span>idade dos parâmetros <span class="_ _13"></span><span class="lsd">..................<span class="ls0"> <span class="_ _9"></span><span class="lse">43<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he ybb ffb fs5 fc0 sc0 ls0 ws0">6.1.7<span class="ff2 fs4"> <span class="_ _12"> </span></span><span class="ffc">Propósitos de uso de chave (conforme o ca<span class="_ _0"></span>mpo “key usage” na X.509 v3<span class="_ _0"></span>)<span class="ffb"> <span class="_ _f"></span><span class="lsd">..............................................<span class="ls0"> <span class="_ _8"></span><span class="lse">43<span class="ff2 fs4 ls0"> </span></span></span></span></span></span></div><div class="t m0 xe he ybc ff2 fs5 fc0 sc0 ls0 ws0">6.2<span class="fs4"> <span class="_ _11"> </span></span>P<span class="fs3">ROTEÇÃO DA </span>C<span class="fs3">HAVE </span>P<span class="fs3">RIVADA E CONTROLE DE<span class="_ _7"></span> ENGENHARIA DO MÓDULO CRIPT<span class="_ _7"></span>OGRÁFICO</span> <span class="_ _8"></span><span class="lsd">...................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">43<span class="fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he ybd ffb fs5 fc0 sc0 ls0 ws0">6.2.1<span class="ff2 fs4"> <span class="_ _12"> </span></span>Padrões e controle para módulo <span class="_ _0"></span>criptográfico <span class="lsd">.........................................................................................</span> <span class="_ _8"></span><span class="lse">44<span class="ff2 fs4 ls0"> </span></span></div><div class="t m0 x0 he ybe ffb fs5 fc0 sc0 ls0 ws0">6.2.2<span class="ff2 fs4"> <span class="_ _12"> </span></span><span class="ffc">Controle “n de m” para chave <span class="_ _0"></span>privada<span class="ffb"> <span class="_ _f"></span><span class="lsd">......................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">44<span class="ff2 fs4 ls0"> </span></span></span></span></span></span></div><div class="t m0 x0 he ybf ffb fs5 fc0 sc0 ls0 ws0">6.2.3<span class="ff2 fs4"> <span class="_ _12"> </span></span>Custódia (escrow) de chave priv<span class="_ _0"></span>ada <span class="lsd">.........................................................................................................</span> <span class="_ _8"></span><span class="lse">44<span class="ff2 fs4 ls0"> </span></span></div><div class="t m0 x0 he yc0 ffb fs5 fc0 sc0 ls0 ws0">6.2.4<span class="ff2 fs4"> <span class="_ _12"> </span></span>Cópia de segurança de chave privada<span class="_ _0"></span><span class="lsd">.......................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">44<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he yc1 ffb fs5 fc0 sc0 ls0 ws0">6.2.5<span class="ff2 fs4"> <span class="_ _12"> </span></span>Arquivamento de chave priva<span class="_ _0"></span>da <span class="_ _9"></span><span class="lsd">...............................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">44<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he yc2 ffb fs5 fc0 sc0 ls0 ws0">6.2.6<span class="ff2 fs4"> <span class="_ _12"> </span></span>Inserção de chave privada em módul<span class="_ _0"></span>o criptográfico <span class="_ _d"></span><span class="lsd">................................................................................<span class="ls0"> <span class="_ _9"></span><span class="lse">44<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he yc3 ffb fs5 fc0 sc0 ls0 ws0">6.2.7<span class="ff2 fs4"> <span class="_ _12"> </span></span>Armazenamento de chave pri<span class="_ _0"></span>vada em módulo criptográfico <span class="_ _14"></span><span class="lsd">...................................................................<span class="ls0"> <span class="_ _9"></span><span class="lse">44<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he yc4 ffb fs5 fc0 sc0 ls0 ws0">6.2.8<span class="ff2 fs4"> <span class="_ _12"> </span></span>Método de ativação de chave privada<span class="_ _0"></span> <span class="_ _f"></span><span class="lsd">......................................................................................................<span class="ls0"> <span class="_ _9"></span><span class="lse">44<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he yc5 ffb fs5 fc0 sc0 ls0 ws0">6.2.9<span class="ff2 fs4"> <span class="_ _12"> </span></span>Método de desativação de ch<span class="_ _0"></span>ave privada <span class="_ _0"></span><span class="lsd">................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">44<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he yc6 ffb fs5 fc0 sc0 ls0 ws0">6.2.10<span class="ff2 fs4"> <span class="_ _16"> </span></span>Método de destruição de <span class="_ _0"></span>chave privada <span class="_ _8"></span><span class="lsd">..............................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">44<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 xe he yc7 ff2 fs5 fc0 sc0 ls0 ws0">6.3<span class="fs4"> <span class="_ _11"> </span></span>O<span class="fs3">UTROS </span>A<span class="fs3">SPECTOS DO </span>G<span class="fs3">ERENCIAMENTO DO <span class="_ _7"></span></span>P<span class="fs3">AR DE </span>C<span class="fs3">HAVES</span> <span class="_ _d"></span><span class="lsd">..........................................................................................<span class="ls0"> <span class="_ _9"></span><span class="lse">45<span class="fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he yc8 ffb fs5 fc0 sc0 ls0 ws0">6.3.1<span class="ff2 fs4"> <span class="_ _12"> </span></span>Arquivamento de chave pública <span class="_ _14"></span><span class="lsd">................................................................................................................<span class="ls0"> <span class="_ _9"></span><span class="lse">45<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he yc9 ffb fs5 fc0 sc0 ls0 ws0">6.3.2<span class="ff2 fs4"> <span class="_ _12"> </span></span>Períodos de operação do certificado e perí<span class="_ _0"></span>odos de uso para as chaves pública e pri<span class="_ _0"></span>vada <span class="_ _14"></span><span class="lsd">.......................<span class="ls0"> <span class="_ _9"></span><span class="lse">45<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 xe he yca ff2 fs5 fc0 sc0 ls0 ws0">6.4<span class="fs4"> <span class="_ _11"> </span></span>D<span class="fs3">ADOS DE </span>A<span class="fs3">TIVAÇÃO</span> <span class="_ _9"></span><span class="lsd">...............................................................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">45<span class="fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he ycb ffb fs5 fc0 sc0 ls0 ws0">6.4.1<span class="ff2 fs4"> <span class="_ _12"> </span></span>Geração e instalação dos dados de ativa<span class="_ _0"></span>ção <span class="_ _d"></span><span class="lsd">............................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">45<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he ycc ffb fs5 fc0 sc0 ls0 ws0">6.4.2<span class="ff2 fs4"> <span class="_ _12"> </span></span>Proteção dos dados de ativação <span class="_ _9"></span><span class="lsd">...............................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">45<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he ycd ffb fs5 fc0 sc0 ls0 ws0">6.4.3<span class="ff2 fs4"> <span class="_ _12"> </span></span>Outros aspectos dos dados de ativação <span class="_ _14"></span><span class="lsd">....................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">45<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 xe he yce ff2 fs5 fc0 sc0 ls0 ws0">6.5<span class="fs4"> <span class="_ _11"> </span></span>C<span class="fs3">ONTROLES DE </span>S<span class="fs3">EGURANÇA </span>C<span class="fs3">OMPUTACIONAL<span class="_ _7"></span></span> <span class="_ _d"></span><span class="lsd">..............................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">45<span class="fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he ycf ffb fs5 fc0 sc0 ls0 ws0">6.5.1<span class="ff2 fs4"> <span class="_ _12"> </span></span>Requisitos técnicos específi<span class="_ _0"></span>cos de segurança computacional<span class="lsd">...................................................................</span> <span class="_ _8"></span><span class="lse">45<span class="ff2 fs4 ls0"> </span></span></div><div class="t m0 x0 he yd0 ffb fs5 fc0 sc0 ls0 ws0">6.5.2<span class="ff2 fs4"> <span class="_ _12"> </span></span>Classificação da segurança computa<span class="_ _0"></span>cional <span class="lsd">..............................................................................................</span> <span class="_ _8"></span><span class="lse">46<span class="ff2 fs4 ls0"> </span></span></div><div class="t m0 xe he yd1 ff2 fs5 fc0 sc0 ls0 ws0">6.6<span class="fs4"> <span class="_ _11"> </span></span>C<span class="fs3">ONTROLES </span>T<span class="fs3">ÉCNICOS DO </span>C<span class="fs3">ICLO DE<span class="_ _7"></span> </span>V<span class="fs3">IDA</span> <span class="lsd">....................................................................................................................</span> <span class="_ _8"></span><span class="lse">46<span class="fs4 ls0"> </span></span></div><div class="t m0 x0 he yd2 ffb fs5 fc0 sc0 ls0 ws0">6.6.1<span class="ff2 fs4"> <span class="_ _12"> </span></span>Controles de desenvolvimento d<span class="_ _0"></span>e sistema <span class="_ _d"></span><span class="lsd">................................................................................................<span class="ls0"> <span class="_ _9"></span><span class="lse">46<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he yd3 ffb fs5 fc0 sc0 ls0 ws0">6.6.2<span class="ff2 fs4"> <span class="_ _12"> </span></span>Controles de gerenciamento de s<span class="_ _0"></span>egurança <span class="_ _14"></span><span class="lsd">...............................................................................................<span class="ls0"> <span class="_ _9"></span><span class="lse">46<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he yd4 ffb fs5 fc0 sc0 ls0 ws0">6.6.3<span class="ff2 fs4"> <span class="_ _12"> </span></span>Controles de segurança de ciclo de vida <span class="_ _9"></span><span class="lsd">...................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">46<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 xe he yd5 ff2 fs5 fc0 sc0 ls0 ws0">6.7<span class="fs4"> <span class="_ _11"> </span></span>C<span class="fs3">ONTROLES DE </span>S<span class="fs3">EGURANÇA DE </span>R<span class="fs3">EDE<span class="_ _7"></span></span> <span class="_ _9"></span><span class="lsd">..........................................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">46<span class="fs4 ls0"> </span></span></span></span></div><div class="t m0 xe he yd6 ff2 fs5 fc0 sc0 ls0 ws0">6.8<span class="fs4"> <span class="_ _11"> </span></span>C<span class="fs3">ARIMBO DE </span>T<span class="fs3">EMPO</span> <span class="_ _d"></span><span class="lsd">................................................................................................................................................<span class="ls0"> <span class="_ _9"></span><span class="lse">46<span class="fs4 ls0"> </span></span></span></span></div><div class="t m0 x4 h8 ydb ff6 fs0 fc0 sc0 ls0 ws0">7<span class="ff2 fs4"> <span class="_ _10"> </span></span>PERFIS DE CERTIFICADO, LCR E OCSP <span class="_ _0"></span>............................................................................ <span class="_ _d"></span>46<span class="ff2 fs4"> </span></div></div><a class="l" href="#pf28" data-dest-detail='[40,"XYZ",54,235,null]'><div class="d m1" style="border-style:none;position:absolute;left:78.450000px;bottom:706.720000px;width:461.900000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf29" data-dest-detail='[41,"XYZ",54,718,null]'><div class="d m1" style="border-style:none;position:absolute;left:78.450000px;bottom:694.510000px;width:461.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf29" data-dest-detail='[41,"XYZ",54,561,null]'><div class="d m1" style="border-style:none;position:absolute;left:78.450000px;bottom:682.300000px;width:461.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf29" data-dest-detail='[41,"XYZ",54,487,null]'><div class="d m1" style="border-style:none;position:absolute;left:78.450000px;bottom:670.100000px;width:461.900000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf29" data-dest-detail='[41,"XYZ",54,413,null]'><div class="d m1" style="border-style:none;position:absolute;left:78.450000px;bottom:657.890000px;width:461.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf29" data-dest-detail='[41,"XYZ",54,230,null]'><div class="d m1" style="border-style:none;position:absolute;left:66.450000px;bottom:645.680000px;width:473.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf2a" data-dest-detail='[42,"XYZ",54,685,null]'><div class="d m1" style="border-style:none;position:absolute;left:66.450000px;bottom:633.470000px;width:473.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf2a" data-dest-detail='[42,"XYZ",54,659,null]'><div class="d m1" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y2c ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2d w5 h9"><div class="t m0 x9 h8 y2e ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xa y2d w6 h9"><div class="t m0 xb ha y2f ff7 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y30 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y31 ff8 fs3 fc0 sc0 ls0 ws0">Declaração de Práticas de Certificaçã<span class="_ _7"></span>o da Autoridade Certificadora<span class="_ _7"></span> Raiz da ICP-Brasil <span class="ff9">–</span> <span class="lsb">DO</span>C-ICP-<span class="ls9">01</span> <span class="lsc">v.</span>6<span class="lsa">.0<span class="_ _7"></span></span> <span class="_ _d"></span> <span class="_ _e"> </span> <span class="_ _e"> </span> <span class="_ _e"> </span><span class="ffa">6</span> </div><div class="t m0 xe he ya6 ff2 fs5 fc0 sc0 ls0 ws0">7.1<span class="fs4"> <span class="_ _11"> </span></span>P<span class="fs3">ERFIL DE </span>C<span class="fs3">ERTIFICADO</span> <span class="lsd">............................................................................................................................................</span> <span class="_ _8"></span><span class="lse">46<span class="fs4 ls0"> </span></span></div><div class="t m0 x0 he ya7 ffb fs5 fc0 sc0 ls0 ws0">7.1.1<span class="ff2 fs4"> <span class="_ _12"> </span></span>Número de versão <span class="_ _f"></span><span class="lsd">................................<span class="_ _7"></span>.....................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">47<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he ya8 ffb fs5 fc0 sc0 ls0 ws0">7.1.2<span class="ff2 fs4"> <span class="_ _12"> </span></span>Extensões de certificado<span class="lsd">............................................................................................................................</span> <span class="_ _8"></span><span class="lse">47<span class="ff2 fs4 ls0"> </span></span></div><div class="t m0 x0 he ya9 ffb fs5 fc0 sc0 ls0 ws0">7.1.3<span class="ff2 fs4"> <span class="_ _12"> </span></span>Identificadores de algoritmo <span class="_ _f"></span><span class="lsd">.....................................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">48<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he yaa ffb fs5 fc0 sc0 ls0 ws0">7.1.4<span class="ff2 fs4"> <span class="_ _12"> </span></span>Formatos de nome <span class="_ _8"></span><span class="lsd">....................................................................................................................................<span class="ls0"> <span class="_ _9"></span><span class="lse">48<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he yab ffb fs5 fc0 sc0 ls0 ws0">7.1.5<span class="ff2 fs4"> <span class="_ _12"> </span></span>Restrições de nome <span class="_ _8"></span><span class="lsd">...................................................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">51<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he yac ffb fs5 fc0 sc0 ls0 ws0">7.1.6<span class="ff2 fs4"> <span class="_ _12"> </span></span>OID (Object Identifier) da DPC <span class="lsd">..................................................................................................................</span> <span class="_ _8"></span><span class="lse">51<span class="ff2 fs4 ls0"> </span></span></div><div class="t m0 x0 he yad ffb fs5 fc0 sc0 ls0 ws0">7.1.7<span class="ff2 fs4"> <span class="_ _12"> </span></span><span class="ffc">Uso da extensão “Policy Constraints”</span> <span class="_ _8"></span><span class="lsd">.......................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">51<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he yae ffb fs5 fc0 sc0 ls0 ws0">7.1.8<span class="ff2 fs4"> <span class="_ _12"> </span></span>Sintaxe e semântica dos qualifi<span class="_ _0"></span>cadores de política <span class="_ _14"></span><span class="lsd">...................................................................................<span class="ls0"> <span class="_ _9"></span><span class="lse">51<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he yaf ffb fs5 fc0 sc0 ls0 ws0">7.1.9<span class="ff2 fs4"> <span class="_ _12"> </span></span>Semântica de processamento para as ext<span class="_ _0"></span>ensões críticas de PC <span class="_ _0"></span><span class="lsd">...............................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">51<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 xe he yb0 ff2 fs5 fc0 sc0 ls0 ws0">7.2<span class="fs4"> <span class="_ _11"> </span></span>P<span class="fs3">ERFIL DE </span><span class="ls14">LCR</span> <span class="_ _8"></span><span class="lsd">........................................................................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">51<span class="fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he yb1 ffb fs5 fc0 sc0 ls0 ws0">7.2.1<span class="ff2 fs4"> <span class="_ _12"> </span></span>Número(s) de versão <span class="_ _d"></span><span class="lsd">................................................................................................................................<span class="ls0">. <span class="_ _8"></span><span class="lse">51<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he yb2 ffb fs5 fc0 sc0 ls0 ws0">7.2.2<span class="ff2 fs4"> <span class="_ _12"> </span></span><span class="ls15">Ex</span>tensões de LCR e de suas e<span class="_ _0"></span>ntradas <span class="_ _d"></span><span class="lsd">........................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">51<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 xe he yb3 ff2 fs5 fc0 sc0 ls0 ws0">7.3<span class="fs4"> <span class="_ _11"> </span></span>P<span class="fs3">ERFIL DE </span>OCSP <span class="_ _0"></span><span class="lsd">.....................................................................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">51<span class="fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he yb4 ffb fs5 fc0 sc0 ls0 ws0">7.3.1<span class="ff2 fs4"> <span class="_ _12"> </span></span>Número(s) de versão <span class="_ _d"></span><span class="lsd">................................................................................................................................<span class="ls0">. <span class="_ _8"></span><span class="lse">51<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he ydc ffb fs5 fc0 sc0 ls0 ws0">7.3.2<span class="ff2 fs4"> <span class="_ _12"> </span></span>Extensões de OCSP <span class="_ _8"></span><span class="lsd">....................................................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">52<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x4 h8 ydd ff6 fs0 fc0 sc0 ls0 ws0">8<span class="ff2 fs4"> <span class="_ _10"> </span></span>AUDITORIA DE CONFORMIDADE E OUTRAS AVALIAÇÕES <span class="_ _14"></span>....................................... <span class="_ _d"></span>52<span class="ff2 fs4"> </span></div><div class="t m0 xe he yb7 ff2 fs5 fc0 sc0 ls0 ws0">8.1<span class="fs4"> <span class="_ _11"> </span></span>F<span class="fs3">REQUÊNCIA E CIRCUNSTÂNCIAS DAS AVALI<span class="_ _7"></span>AÇÕES</span> <span class="_ _8"></span><span class="lsd">..........................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">52<span class="fs4 ls0"> </span></span></span></span></div><div class="t m0 xe he yb8 ff2 fs5 fc0 sc0 ls0 ws0">8.2<span class="fs4"> <span class="_ _11"> </span></span>I<span class="fs3">DENTIFICAÇÃO</span><span class="ls16">/Q</span><span class="fs3">UALIFICAÇÃO DO AVALIADOR<span class="_ _7"></span></span> <span class="_ _9"></span><span class="lsd">.............................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">52<span class="fs4 ls0"> </span></span></span></span></div><div class="t m0 xe he yb9 ff2 fs5 fc0 sc0 ls0 ws0">8.3<span class="fs4"> <span class="_ _11"> </span></span>R<span class="fs3 ls10">ELAÇÃO DO AVALIADOR COM A ENTIDADE AVALIADA</span> <span class="_ _d"></span><span class="lsd">.....................................................................................................<span class="ls0"> <span class="_ _9"></span><span class="lse">52<span class="fs4 ls0"> </span></span></span></span></div><div class="t m0 xe he yba ff2 fs5 fc0 sc0 ls0 ws0">8.4<span class="fs4"> <span class="_ _11"> </span></span>T<span class="fs3">ÓPICOS COBERTOS PELA AVALIAÇÃO<span class="_ _7"></span></span><span class="lsd">...........................................................................................................................</span> <span class="_ _8"></span><span class="lse">52<span class="fs4 ls0"> </span></span></div><div class="t m0 xe he ybb ff2 fs5 fc0 sc0 ls0 ws0">8.5<span class="fs4"> <span class="_ _11"> </span></span>A<span class="fs3">ÇÕES TOMADAS COMO RESULTADO DE UMA<span class="_ _7"></span> DEFICIÊNCIA</span> <span class="_ _7"></span><span class="lsd">..............................................................................................</span> <span class="_ _8"></span><span class="lse">52<span class="fs4 ls0"> </span></span></div><div class="t m0 xe he ybc ff2 fs5 fc0 sc0 ls0 ws0">8.6<span class="fs4"> <span class="_ _11"> </span></span>C<span class="fs3">OMUNICAÇÃO DOS RESULTADOS<span class="_ _7"></span></span> <span class="_ _d"></span><span class="lsd">...............................................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">52<span class="fs4 ls0"> </span></span></span></span></div><div class="t m0 x4 h8 yde ff6 fs0 fc0 sc0 ls0 ws0">9<span class="ff2 fs4"> <span class="_ _10"> </span></span>OUTROS NEGÓCIOS E ASSUNTOS JURÍDICOS <span class="_ _14"></span>................................................................ <span class="_ _d"></span>52<span class="ff2 fs4"> </span></div><div class="t m0 xe he ydf ff2 fs5 fc0 sc0 ls0 ws0">9.1<span class="fs4"> <span class="_ _11"> </span></span>T<span class="fs3">ARIFAS</span> <span class="_ _f"></span><span class="lsd">................................................................................................................................................................<span class="ls0">. <span class="_ _9"></span><span class="lse">52<span class="fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he ye0 ffb fs5 fc0 sc0 ls0 ws0">9.1.1<span class="ff2 fs4"> <span class="_ _12"> </span></span>Tarifas de emissão e renovação d<span class="_ _0"></span>e certificados <span class="lsd">.......................................................................................</span> <span class="_ _8"></span><span class="lse">53<span class="ff2 fs4 ls0"> </span></span></div><div class="t m0 x0 he ye1 ffb fs5 fc0 sc0 ls0 ws0">9.1.2<span class="ff2 fs4"> <span class="_ _12"> </span></span>Tarifas de acesso ao certificado <span class="_ _f"></span><span class="lsd">................................................................................................................<span class="ls0"> <span class="_ _9"></span><span class="lse">53<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he ye2 ffb fs5 fc0 sc0 ls0 ws0">9.1.3<span class="ff2 fs4"> <span class="_ _12"> </span></span>Tarifas de revogação ou de acesso à inf<span class="_ _0"></span>ormação de status <span class="_ _0"></span><span class="lsd">.....................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">53<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he ye3 ffb fs5 fc0 sc0 ls0 ws0">9.1.4<span class="ff2 fs4"> <span class="_ _12"> </span></span>Tarifas para outros serviços <span class="_ _d"></span><span class="lsd">......................................................................................................................<span class="ls0"> <span class="_ _9"></span><span class="lse">53<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he ye4 ffb fs5 fc0 sc0 ls0 ws0">9.1.5<span class="ff2 fs4"> <span class="_ _12"> </span></span>Política de reembolso <span class="_ _f"></span><span class="lsd">................................................................................................................................<span class="ls0"> <span class="_ _9"></span><span class="lse">53<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 xe he ye5 ff2 fs5 fc0 sc0 ls0 ws0">9.2<span class="fs4"> <span class="_ _11"> </span></span>R<span class="fs3 ls10">ESPONSABILIDADE </span>F<span class="fs3">INANCEIRA</span> <span class="_ _f"></span><span class="lsd">................................................................................................................................<span class="ls0">. <span class="_ _9"></span><span class="lse">53<span class="fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he ye6 ffb fs5 fc0 sc0 ls0 ws0">9.2.1<span class="ff2 fs4"> <span class="_ _12"> </span></span>Cobertura do seguro <span class="_ _9"></span><span class="lsd">................................................................................................<span class="_ _7"></span>................................<span class="ls0">. <span class="_ _8"></span><span class="lse">53<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he ye7 ffb fs5 fc0 sc0 ls0 ws0">9.2.2<span class="ff2 fs4"> <span class="_ _12"> </span></span>Outros ativos <span class="_ _f"></span><span class="lsd">................................................................................................<span class="_ _7"></span>.............................................<span class="ls0"> <span class="_ _8"></span><span class="lse">53<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he ye8 ffb fs5 fc0 sc0 ls0 ws0">9.2.3<span class="ff2 fs4"> <span class="_ _12"> </span></span>Cobertura de seguros ou garantia par<span class="_ _0"></span>a entidades finais <span class="_ _14"></span><span class="lsd">..........................................................................<span class="ls0"> <span class="_ _9"></span><span class="lse">53<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 xe he ye9 ff2 fs5 fc0 sc0 ls0 ws0">9.3<span class="fs4"> <span class="_ _11"> </span></span>C<span class="fs3">ONFIDENCIALIDADE DA INFORMAÇÃO DO NEG<span class="_ _7"></span>ÓCIO</span> <span class="_ _f"></span><span class="lsd">.......................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">53<span class="fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he yea ffb fs5 fc0 sc0 ls0 ws0">9.3.1<span class="ff2 fs4"> <span class="_ _12"> </span></span>Escopo de informações confiden<span class="_ _0"></span>ciais <span class="_ _f"></span><span class="lsd">........................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">53<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he yeb ffb fs5 fc0 sc0 ls0 ws0">9.3.2<span class="ff2 fs4"> <span class="_ _12"> </span></span>Informações fora do escopo de inform<span class="_ _0"></span>ações confidenciais <span class="_ _0"></span><span class="lsd">......................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">53<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he yec ffb fs5 fc0 sc0 ls0 ws0">9.3.3<span class="ff2 fs4"> <span class="_ _12"> </span></span>Responsabilidade em protege<span class="_ _0"></span>r a informação confidencial <span class="_ _d"></span><span class="lsd">.......................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">54<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 xe he yed ff2 fs5 fc0 sc0 ls0 ws0">9.4<span class="fs4"> <span class="_ _11"> </span></span>P<span class="fs3">RIVACIDADE DA INFORMAÇÃO PESS<span class="_ _7"></span>OAL</span> <span class="_ _9"></span><span class="lsd">......................................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">54<span class="fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he yee ffb fs5 fc0 sc0 ls0 ws0">9.4.1<span class="ff2 fs4"> <span class="_ _12"> </span></span>Plano de privacidade <span class="_ _f"></span><span class="lsd">................................................................................................................................<span class="ls0">. <span class="_ _8"></span><span class="lse">54<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he yef ffb fs5 fc0 sc0 ls0 ws0">9.4.2<span class="ff2 fs4"> <span class="_ _12"> </span></span>Tratamento de informação como privad<span class="_ _0"></span>as <span class="lsd">..............................................................................................</span> <span class="_ _9"></span><span class="lse">54<span class="ff2 fs4 ls0"> </span></span></div><div class="t m0 x0 he yf0 ffb fs5 fc0 sc0 ls0 ws0">9.4.3<span class="ff2 fs4"> <span class="_ _12"> </span></span>Informações não consideradas pri<span class="_ _0"></span>vadas <span class="_ _14"></span><span class="lsd">...................................................................................................<span class="ls0"> <span class="_ _9"></span><span class="lse">54<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he yf1 ffb fs5 fc0 sc0 ls0 ws0">9.4.4<span class="ff2 fs4"> <span class="_ _12"> </span></span>Responsabilidade para proteg<span class="_ _0"></span>er a informação privadas <span class="_ _8"></span><span class="lsd">..........................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">54<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he yf2 ffb fs5 fc0 sc0 ls0 ws0">9.4.5<span class="ff2 fs4"> <span class="_ _12"> </span></span>Aviso e consentimento para usar inform<span class="_ _0"></span>ações privadas <span class="lsd">..........................................................................</span> <span class="_ _8"></span><span class="lse">54<span class="ff2 fs4 ls0"> </span></span></div><div class="t m0 x0 he yf3 ffb fs5 fc0 sc0 ls0 ws0">9.4.6<span class="ff2 fs4"> <span class="_ _12"> </span></span>Divulgação em processo judicial<span class="_ _0"></span> ou administrativo <span class="_ _f"></span><span class="lsd">................................................................<span class="_ _7"></span>..................<span class="ls0"> <span class="_ _8"></span><span class="lse">55<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he yf4 ffb fs5 fc0 sc0 ls0 ws0">9.4.7<span class="ff2 fs4"> <span class="_ _12"> </span></span>Outras circunstâncias de divulgação de i<span class="_ _0"></span>nformação <span class="_ _0"></span><span class="lsd">................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">55<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 xe he y22 ff2 fs5 fc0 sc0 ls0 ws0">9.5<span class="fs4"> <span class="_ _11"> </span></span>D<span class="fs3">IREITOS DE </span>P<span class="fs3">ROPRIEDADE </span>I<span class="fs3">NTELECTUAL<span class="_ _7"></span></span> <span class="_ _0"></span><span class="lsd">.....................................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">55<span class="fs4 ls0"> </span></span></span></span></div><div class="t m0 xe he yf5 ff2 fs5 fc0 sc0 ls0 ws0">9.6<span class="fs4"> <span class="_ _11"> </span></span>D<span class="fs3">ECLARAÇÕES E </span>G<span class="fs3">ARANTIAS</span> <span class="_ _8"></span><span class="lsd">......................................................................................................................................<span class="ls0"> <span class="_ _9"></span><span class="lse">55<span class="fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he yf6 ffb fs5 fc0 sc0 ls0 ws0">9.6.1<span class="ff2 fs4"> <span class="_ _12"> </span></span>Declarações e Garantias da A<span class="_ _0"></span>C Raiz <span class="lsd">.........................................................................................................</span> <span class="_ _9"></span><span class="lse">55<span class="ff2 fs4 ls0"> </span></span></div><div class="t m0 x0 he yf7 ffb fs5 fc0 sc0 ls0 ws0">9.6.2<span class="ff2 fs4"> <span class="_ _12"> </span></span>Declarações e Garantias da A<span class="_ _0"></span>R <span class="_ _8"></span><span class="lsd">.................................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">56<span class="ff2 fs4 ls0"> </span></span></span></span></div></div><a class="l" href="#pf30" data-dest-detail='[48,"XYZ",54,251,null]'><div class="d m1" style="border-style:none;position:absolute;left:66.450000px;bottom:706.720000px;width:473.900000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf31" data-dest-detail='[49,"XYZ",54,718,null]'><div class="d m1" style="border-style:none;position:absolute;left:78.450000px;bottom:694.510000px;width:461.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf31" data-dest-detail='[49,"XYZ",54,644,null]'><div class="d m1" style="border-style:none;position:absolute;left:78.450000px;bottom:682.300000px;width:461.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf32" data-dest-detail='[50,"XYZ",54,418,null]'><div class="d m1" style="border-style:none;position:absolute;left:78.450000px;bottom:670.100000px;width:461.900000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf32" data-dest-detail='[50,"XYZ",54,298,null]'><div class="d m1" style="border-style:none;position:absolute;left:78.450000px;bottom:657.890000px;width:461.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf35" data-dest-detail='[53,"XYZ",54,699,null]'><div class="d m1" style="border-style:none;position:absolute;left:78.450000px;bottom:645.680000px;width:461.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf35" data-dest-detail='[53,"XYZ",54,618,null]'><div class="d m1" style="border-style:none;position:absolute;left:78.450000px;bottom:633.470000px;width:461.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf35" data-dest-detail='[53,"XYZ",54,572,null]'><div class="d m1" style="border-style:none;position:absolute;left:78.450000px;bottom:621.270000px;width:461.900000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf35" data-dest-detail='[53,"XYZ",54,511,null]'><div class="d m1" style="border-style:none;position:absolute;left:78.450000px;bottom:609.060000px;width:461.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf35" data-dest-detail='[53,"XYZ",54,451,null]'><div class="d m1" style="border-style:none;position:absolute;left:78.450000px;bottom:596.850000px;width:461.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf35" data-dest-detail='[53,"XYZ",54,404,null]'><div class="d m1" style="border-style:none;position:absolute;left:66.450000px;bottom:584.650000px;width:473.900000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf35" data-dest-detail='[53,"XYZ",54,317,null]'><div class="d m1" style="border-style:none;position:absolute;left:78.450000px;bottom:572.440000px;width:461.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf35" data-dest-detail='[53,"XYZ",54,270,null]'><div class="d m1" style="border-style:none;position:absolute;left:78.450000px;bottom:560.230000px;width:461.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf35" data-dest-detail='[53,"XYZ",54,166,null]'><div class="d m1" style="border-style:none;position:absolute;left:66.450000px;bottom:548.030000px;width:473.900000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf35" data-dest-detail='[53,"XYZ",54,123,null]'><div class="d m1" style="border-style:none;position:absolute;left:78.450000px;bottom:535.820000px;width:461.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf36" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y2c ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2d w5 h9"><div class="t m0 x9 h8 y2e ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xa y2d w6 h9"><div class="t m0 xb ha y2f ff7 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y30 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y31 ff8 fs3 fc0 sc0 ls0 ws0">Declaração de Práticas de Certificaçã<span class="_ _7"></span>o da Autoridade Certificadora<span class="_ _7"></span> Raiz da ICP-Brasil <span class="ff9">–</span> <span class="lsb">DO</span>C-ICP-<span class="ls9">01</span> <span class="lsc">v.</span>6<span class="lsa">.0<span class="_ _7"></span></span> <span class="_ _d"></span> <span class="_ _e"> </span> <span class="_ _e"> </span> <span class="_ _e"> </span><span class="ffa">7</span> </div><div class="t m0 x0 he ya6 ffb fs5 fc0 sc0 ls0 ws0">9.6.3<span class="ff2 fs4"> <span class="_ _12"> </span></span>Declarações e garantias do ti<span class="_ _0"></span>tular <span class="_ _8"></span><span class="lsd">............................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">56<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he ya7 ffb fs5 fc0 sc0 ls0 ws0">9.6.4<span class="ff2 fs4"> <span class="_ _12"> </span></span>Declarações e garantias das terceiras<span class="_ _0"></span> partes <span class="_ _9"></span><span class="lsd">...........................................................................................<span class="ls0"> <span class="_ _9"></span><span class="lse">57<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he ya8 ffb fs5 fc0 sc0 ls0 ws0">9.6.5<span class="ff2 fs4"> <span class="_ _12"> </span></span>Representações e garantias de outros<span class="_ _0"></span> participantes <span class="_ _f"></span><span class="lsd">................................................................................<span class="ls0"> <span class="_ _9"></span><span class="lse">57<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 xe he ya9 ff2 fs5 fc0 sc0 ls0 ws0">9.7<span class="fs4"> <span class="_ _11"> </span></span>I<span class="fs3 ls17">SENÇÃO DE GARANTIAS</span> <span class="_ _9"></span><span class="lsd">............................................................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">57<span class="fs4 ls0"> </span></span></span></span></div><div class="t m0 xe he yaa ff2 fs5 fc0 sc0 ls0 ws0">9.8<span class="fs4"> <span class="_ _11"> </span></span>L<span class="fs3">IMITAÇÕES DE RESPONSABILIDAD<span class="_ _7"></span>ES</span> <span class="lsd">...........................................................................................................................</span> <span class="_ _8"></span><span class="lse">57<span class="fs4 ls0"> </span></span></div><div class="t m0 xe he yab ff2 fs5 fc0 sc0 ls0 ws0">9.9<span class="fs4"> <span class="_ _11"> </span></span>I<span class="fs3">NDENIZAÇÕES</span> <span class="_ _0"></span><span class="lsd">........................................................................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">57<span class="fs4 ls0"> </span></span></span></span></div><div class="t m0 xe he yac ff2 fs5 fc0 sc0 ls0 ws0">9.10<span class="fs4"> <span class="_ _17"> </span></span>P<span class="fs3">RAZO E </span>R<span class="fs3 ls10">ES<span class="ls0">CISÃO</span></span> <span class="_ _d"></span><span class="lsd">..............................................................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">57<span class="fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he yad ffb fs5 fc0 sc0 ls0 ws0">9.10.1<span class="ff2 fs4"> <span class="_ _16"> </span></span>Término <span class="_ _9"></span><span class="lsd">................................................................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">57<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he yae ffb fs5 fc0 sc0 ls0 ws0">9.10.2<span class="ff2 fs4"> <span class="_ _16"> </span></span>Efeito da rescisão e sobrevivê<span class="_ _0"></span>ncia <span class="_ _f"></span><span class="lsd">........................................................................................................<span class="ls0"> <span class="_ _9"></span><span class="lse">57<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 xe he yaf ff2 fs5 fc0 sc0 ls0 ws0">9.11<span class="fs4"> <span class="_ _17"> </span></span>A<span class="fs3">VISOS INDIVIDUAIS E COMUNICAÇÕES COM <span class="_ _7"></span>OS PARTICIPANTES<span class="_ _7"></span></span> <span class="_ _8"></span><span class="lsd">...................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">58<span class="fs4 ls0"> </span></span></span></span></div><div class="t m0 xe he yb0 ff2 fs5 fc0 sc0 ls0 ws0">9.12<span class="fs4"> <span class="_ _17"> </span></span>A<span class="fs3">LTERAÇÕES</span> <span class="_ _8"></span><span class="lsd">......................................................................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">58<span class="fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he yb1 ffb fs5 fc0 sc0 ls0 ws0">9.12.1<span class="ff2 fs4"> <span class="_ _16"> </span></span>Procedimento para emendas <span class="_ _9"></span><span class="lsd">...............................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">58<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he yb2 ffb fs5 fc0 sc0 ls0 ws0">9.12.2<span class="ff2 fs4"> <span class="_ _16"> </span></span>Mecanismo de notifica<span class="_ _0"></span>ção e períodos <span class="_ _f"></span><span class="lsd">..................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">58<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he yb3 ffb fs5 fc0 sc0 ls0 ws0">9.12.3<span class="ff2 fs4"> <span class="_ _16"> </span></span>Circunstâncias na qual o OID deve s<span class="_ _0"></span>er alterado. <span class="_ _f"></span><span class="lsd">..................................................................................<span class="ls0"> <span class="_ _9"></span><span class="lse">58<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 xe he yb4 ff2 fs5 fc0 sc0 ls0 ws0">9.13<span class="fs4"> <span class="_ _17"> </span></span>S<span class="fs3">OLUÇÃO DE CONFLITOS</span> <span class="_ _f"></span><span class="lsd">.......................................................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">59<span class="fs4 ls0"> </span></span></span></span></div><div class="t m0 xe he ydc ff2 fs5 fc0 sc0 ls0 ws0">9.14<span class="fs4"> <span class="_ _17"> </span></span>L<span class="fs3 ls10">EI<span class="ls0"> APLICÁVEL</span></span> <span class="lsd">....................................................................................................................................................</span> <span class="_ _8"></span><span class="lse">59<span class="fs4 ls0"> </span></span></div><div class="t m0 xe he yf8 ff2 fs5 fc0 sc0 ls0 ws0">9.15<span class="fs4"> <span class="_ _17"> </span></span>C<span class="fs3">ONFORMIDADE COM A </span>L<span class="fs3">EI APLICÁV<span class="_ _7"></span>EL</span> <span class="_ _14"></span><span class="lsd">....................................................................................................................<span class="ls0"> <span class="_ _9"></span><span class="lse">59<span class="fs4 ls0"> </span></span></span></span></div><div class="t m0 xe he yf9 ff2 fs5 fc0 sc0 ls0 ws0">9.16<span class="fs4"> <span class="_ _17"> </span></span>D<span class="fs3">ISPOSIÇÕES </span>D<span class="fs3">IVERSAS</span> <span class="_ _f"></span><span class="lsd">................................................................................................<span class="_ _7"></span>........................................<span class="ls0"> <span class="_ _8"></span><span class="lse">59<span class="fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he yfa ffb fs5 fc0 sc0 ls0 ws0">9.16.1<span class="ff2 fs4"> <span class="_ _16"> </span></span>Acordo completo <span class="_ _8"></span><span class="lsd">..................................................................................................................................<span class="ls0"> <span class="_ _9"></span><span class="lse">59<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he yfb ffb fs5 fc0 sc0 ls0 ws0">9.16.2<span class="ff2 fs4"> <span class="_ _16"> </span></span>Ces<span class="ls18">são</span> <span class="_ _0"></span><span class="lsd">..................................................................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">59<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he yfc ffb fs5 fc0 sc0 ls0 ws0">9.16.3<span class="ff2 fs4"> <span class="_ _16"> </span></span>Independência de disposiçõ<span class="_ _0"></span>es <span class="_ _9"></span><span class="lsd">..............................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">59<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 he yfd ffb fs5 fc0 sc0 ls0 ws0">9.16.4<span class="ff2 fs4"> <span class="_ _16"> </span></span>Execução (honorários dos advogad<span class="_ _0"></span>os e renúncia de direitos) <span class="_ _0"></span><span class="lsd">.............................................................<span class="ls0"> <span class="_ _8"></span><span class="lse">59<span class="ff2 fs4 ls0"> </span></span></span></span></div><div class="t m0 xe he yfe ff2 fs5 fc0 sc0 ls0 ws0">9.17<span class="fs4"> <span class="_ _17"> </span></span>O<span class="fs3">UTRAS PROVISÕES</span> <span class="lsd">............................................................................................................................................</span> <span class="_ _8"></span><span class="lse">59<span class="fs4 ls0"> </span></span></div><div class="t m0 x4 h8 yff ff6 fs0 fc0 sc0 ls0 ws0">10<span class="ff2 fs4"> <span class="_ _18"> </span></span>DOCUMENTOS REFERENCIADOS <span class="_ _8"></span>...................................................................................... <span class="_ _f"></span>60<span class="ff2 fs4"> </span></div><div class="t m0 x4 h8 y100 ff6 fs0 fc0 sc0 ls0 ws0">11<span class="ff2 fs4"> <span class="_ _18"> </span></span>REFERÊNCIAS BIBLIOGRÁFICAS <span class="_ _15"></span>....................................................................................... <span class="_ _f"></span>61<span class="ff2 fs4"> </span></div><div class="t m0 xd hc y101 ff7 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hf y102 ff6 fs0 fc0 sc0 ls0 ws0"> <span class="_ _19"> </span><span class="fs1"> </span></div></div><a class="l" href="#pf3a" data-dest-detail='[58,"XYZ",54,164,null]'><div class="d m1" style="border-style:none;position:absolute;left:78.450000px;bottom:706.720000px;width:461.900000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf3b" data-dest-detail='[59,"XYZ",54,685,null]'><div class="d m1" style="border-style:none;position:absolute;left:78.450000px;bottom:694.510000px;width:461.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf3b" data-dest-detail='[59,"XYZ",54,440,null]'><div class="d m1" style="border-style:none;position:absolute;left:78.450000px;bottom:682.300000px;width:461.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf3b" data-dest-detail='[59,"XYZ",54,393,null]'><div class="d m1" style="border-style:none;position:absolute;left:66.450000px;bottom:670.100000px;width:473.900000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf3b" data-dest-detail='[59,"XYZ",54,348,null]'><div class="d m1" style="border-style:none;position:absolute;left:66.450000px;bottom:657.890000px;width:473.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf3b" data-dest-detail='[59,"XYZ",54,288,null]'><div class="d m1" style="border-style:none;position:absolute;left:66.450000px;bottom:645.680000px;width:473.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf3b" data-dest-detail='[59,"XYZ",54,229,null]'><div class="d m1" style="border-style:none;position:absolute;left:66.450000px;bottom:633.470000px;width:473.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf3b" data-dest-detail='[59,"XYZ",54,170,null]'><div class="d m1" style="border-style:none;position:absolute;left:78.450000px;bottom:621.270000px;width:461.900000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf3b" data-dest-detail='[59,"XYZ",54,109,null]'><div class="d m1" style="border-style:none;position:absolute;left:78.450000px;bottom:609.060000px;width:461.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf3c" data-dest-detail='[60,"XYZ",54,349,null]'><div class="d m1" style="border-style:none;position:absolute;left:66.450000px;bottom:596.850000px;width:473.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf3c" data-dest-detail='[60,"XYZ",54,262,null]'><div class="d m1" style="border-style:none;position:absolute;left:66.450000px;bottom:584.650000px;width:473.900000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf3c" data-dest-detail='[60,"XYZ",54,236,null]'><div class="d m1" style="border-style:none;position:absolute;left:78.450000px;bottom:572.440000px;width:461.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf3c" data-dest-detail='[60,"XYZ",54,176,null]'><div class="d m1" style="border-style:none;position:absolute;left:78.450000px;bottom:560.230000px;width:461.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf3c" data-dest-detail='[60,"XYZ",54,129,null]'><div class="d m1" style="border-style:none;position:absolute;left:78.450000px;bottom:548.030000px;width:461.900000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf3d" data-dest-detail='[61,"XYZ",54,718,null]'><div class="d m1" style="border-style:none;position:absolute;left:66.450000px;bottom:535.820000px;width:473.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf3d" data-dest-detail='[61,"XYZ",54,679,null]'><div class="d m1" style="border-style:none;position:absolute;left:66.450000px;bottom:523.610000px;width:473.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf3d" data-dest-detail='[61,"XYZ",54,606,null]'><div class="d m1" style="border-style:none;position:absolute;left:66.450000px;bottom:511.400000px;width:473.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf3d" data-dest-detail='[61,"XYZ",54,546,null]'><div class="d m1" style="border-style:none;position:absolute;left:66.450000px;bottom:499.200000px;width:473.900000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf3d" data-dest-detail='[61,"XYZ",54,520,null]'><div class="d m1" style="border-style:none;position:absolute;left:78.450000px;bottom:486.990000px;width:461.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf3d" data-dest-detail='[61,"XYZ",54,460,null]'><div class="d m1" style="border-style:none;position:absolute;left:78.450000px;bottom:474.780000px;width:461.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf3d" data-dest-detail='[61,"XYZ",54,399,null]'><div class="d m1" style="border-style:none;position:absolute;left:78.450000px;bottom:462.580000px;width:461.900000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf3d" data-dest-detail='[61,"XYZ",54,298,null]'><div class="d m1" style="border-style:none;position:absolute;left:78.450000px;bottom:450.370000px;width:461.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf3d" data-dest-detail='[61,"XYZ",54,251,null]'><div class="d m1" style="border-style:none;position:absolute;left:66.450000px;bottom:438.160000px;width:473.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf3e" data-dest-detail='[62,"XYZ",54,718,null]'><div class="d m1" style="border-style:none;position:absolute;left:54.700000px;bottom:412.360000px;width:485.900000px;height:25.800000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf3f" data-dest-detail='[63,"XYZ",54,501,null]'><div class="d m1" style="border-style:none;position:absolute;left:54.700000px;bottom:392.560000px;width:485.900000px;height:19.800000px;background-color:rgba(255,255,255,0.000001);"></div></a></div><div class="pi" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y2c ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2d w5 h9"><div class="t m0 x9 h8 y2e ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xa y2d w6 h9"><div class="t m0 xb ha y2f ff7 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y30 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y31 ff8 fs3 fc0 sc0 ls0 ws0">Declaração de Práticas de Certificaçã<span class="_ _7"></span>o da Autoridade Certificadora<span class="_ _7"></span> Raiz da ICP-Brasil <span class="ff9">–</span> <span class="lsb">DO</span>C-ICP-<span class="ls9">01</span> <span class="lsc">v.</span>6<span class="lsa">.0<span class="_ _7"></span></span> <span class="_ _d"></span> <span class="_ _e"> </span> <span class="_ _e"> </span> <span class="_ _e"> </span><span class="ffa">8</span> </div><div class="t m0 x4 hc y32 ff7 fs1 fc0 sc0 ls0 ws0">CONTROLE DE ALTERAÇÕES<span class="_ _7"></span> </div></div><div class="c x14 y104 w8 h11"><div class="t m0 x15 h12 y105 ffd fs0 fc0 sc0 ls0 ws0">Ato que aprovou a </div><div class="t m0 x16 h12 y106 ffd fs0 fc0 sc0 ls0 ws0">alteração<span class="ffe"> </span></div></div><div class="c x17 y104 w9 h11"><div class="t m0 x18 h12 y107 ffd fs0 fc0 sc0 ls0 ws0">Item alterado<span class="ffe"> </span></div></div><div class="c x19 y104 wa h11"><div class="t m0 x1a h12 y107 ffd fs0 fc0 sc0 ls0 ws0">Descrição da alteração<span class="ffe"> </span></div></div><div class="c x14 y108 w8 h13"><div class="t m0 x1b h8 y109 ff6 fs0 fc0 sc0 ls0 ws0">Resolução CG ICP-Brasil </div><div class="t m0 x1c h8 y10a ff6 fs0 fc0 sc0 ls0 ws0">nº 192, d<span class="ls1">e </span>16.11.2021 </div><div class="t m0 x1d h8 y106 ff6 fs0 fc0 sc0 ls0 ws0">Versão 6.0<span class="fff"> </span></div></div><div class="c x17 y108 w9 h13"><div class="t m0 x0 h8 y10b ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x19 y108 wa h13"><div class="t m0 x1 h14 y10c ff10 fs0 fc0 sc0 ls0 ws0">Revisão <span class="_ _7"></span>e <span class="_ _c"></span>consolidação <span class="_ _c"></span>conforme <span class="_ _c"></span>o </div><div class="t m0 x1 h14 y10b ff10 fs0 fc0 sc0 ls0 ws0">Decreto <span class="_ _1"> </span>nº<span class="_ _0"></span> <span class="_ _1"> </span>10.139, <span class="_ _1a"> </span>de <span class="_ _1a"> </span>28 <span class="_ _1"> </span>de </div><div class="t m0 x1 h14 y10d ff10 fs0 fc0 sc0 ls0 ws0">novembro de 2019.<span class="fff"> </span></div></div><div class="c x14 y10e w8 h13"><div class="t m0 x1e h8 y109 ff6 fs0 fc0 sc0 ls0 ws0">Resolução <span class="ls19">nº</span> 165, de </div><div class="t m0 x1f h8 y10a ff6 fs0 fc0 sc0 ls0 ws0">17.04.2020 </div><div class="t m0 x1d h8 y106 ff6 fs0 fc0 sc0 ls0 ws0">Versão 5.2 </div></div><div class="c x17 y10e w9 h13"><div class="t m0 x20 h8 y10b ff6 fs0 fc0 sc0 ls0 ws0">7.1.2.2 </div></div><div class="c x19 y10e wa h13"><div class="t m0 x1 h8 y10c ff6 fs0 fc0 sc0 ls0 ws0">Permitir <span class="_ _1b"> </span>a <span class="_ _1b"> </span>configuração <span class="_ _1b"> </span>de <span class="_ _1b"> </span>bits </div><div class="t m0 x1 h8 y10b ff6 fs0 fc0 sc0 ls0 ws0">específicos <span class="_ _1c"> </span>nas <span class="_ _1c"> </span>extensões <span class="_ _1c"> </span>dos </div><div class="t m0 x1 h8 y10d ff6 fs0 fc0 sc0 ls0 ws0">certificados EV. </div></div><div class="c x14 y10f w8 h13"><div class="t m0 x1e h8 y109 ff6 fs0 fc0 sc0 ls0 ws0">Resolução nº 152, de </div><div class="t m0 x1f h8 y10a ff6 fs0 fc0 sc0 ls0 ws0">13.08.2019 </div><div class="t m0 x1d h8 y106 ff6 fs0 fc0 sc0 ls0 ws0">Versão 5.1 </div></div><div class="c x17 y10f w9 h13"><div class="t m0 x21 h8 y10b ff6 fs0 fc0 sc0 ls0 ws0">1.1, 4.2 e 10.4 (incluído) </div></div><div class="c x19 y10f wa h13"><div class="t m0 x1 h8 y10c ff6 fs0 fc0 sc0 ls0 ws0">Ajustes <span class="_ _1d"> </span>aos <span class="_ _1d"> </span>princípios <span class="_ _1d"> </span>e <span class="_ _1d"> </span>critérios </div><div class="t m0 x1 h8 y10b ff6 fs0 fc0 sc0 ls0 ws0">WebTrust <span class="_ _5"></span>que <span class="_ _5"></span>referencia <span class="_ _5"></span>requisitos </div><div class="t m0 x1 h8 y10d ff6 fs0 fc0 sc0 ls0 ws0">do CABForum. </div></div><div class="c x14 y110 w8 h15"><div class="t m0 x1e h8 y109 ff6 fs0 fc0 sc0 ls0 ws0">Resolução nº 151, de </div><div class="t m0 x1f h8 y10a ff6 fs0 fc0 sc0 ls0 ws0">30.05.2019 </div><div class="t m0 x1d h8 y106 ff6 fs0 fc0 sc0 ls0 ws0">Versão 5.0 </div></div><div class="c x17 y110 w9 h15"><div class="t m0 x0 h8 y10b ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x19 y110 wa h15"><div class="t m0 x1 h8 y111 ff6 fs0 fc0 sc0 ls0 ws0">Aprova <span class="_ _5"></span>a <span class="_ _5"></span>versão <span class="_ _5"></span>5.0 <span class="_ _5"></span>do <span class="_ _5"></span>DOC-ICP-</div><div class="t m0 x1 h8 y112 ff6 fs0 fc0 sc0 ls0 ws0">01. </div></div><div class="c x14 y113 w8 h16"><div class="t m0 x1e h8 y109 ff6 fs0 fc0 sc0 ls0 ws0">Resolução nº 147, de </div><div class="t m0 x1f h8 y10a ff6 fs0 fc0 sc0 ls0 ws0">07.11.2018 </div><div class="t m0 x1d h8 y106 ff6 fs0 fc0 sc0 ls0 ws0">Versão 4.7 </div></div><div class="c x17 y113 w9 h16"><div class="t m0 x22 h8 y10b ff6 fs0 fc0 sc0 ls0 ws0">7.1.2, 7.1.4 </div></div><div class="c x19 y113 wa h16"><div class="t m0 x1 h8 y10c ff6 fs0 fc0 sc0 ls0 ws0">Autoriza <span class="_ _6"></span>revogação <span class="_ _6"></span>das <span class="_ _6"></span>cadeias <span class="_ _6"></span>V8 </div><div class="t m0 x1 h8 y10b ff6 fs0 fc0 sc0 ls0 ws0">e V9 <span class="_ _7"></span>e <span class="_ _7"></span>a <span class="_ _7"></span>emissão <span class="_ _7"></span>das <span class="_ _7"></span>cadeias <span class="_ _7"></span>V10 e </div><div class="t m0 x1 h8 y10d ff6 fs0 fc0 sc0 ls0 ws0">V11 </div></div><div class="c x14 y114 w8 h13"><div class="t m0 x1e h8 y109 ff6 fs0 fc0 sc0 ls0 ws0">Resolução nº 143, de </div><div class="t m0 x1f h8 y10a ff6 fs0 fc0 sc0 ls0 ws0">06.09.2018 </div><div class="t m0 x1d h8 y106 ff6 fs0 fc0 sc0 ls0 ws0">Versão 4.6 </div></div><div class="c x17 y114 w9 h13"><div class="t m0 x8 h8 y10b ff6 fs0 fc0 sc0 ls0 ws0">7.1.2 e 7.1.4 </div></div><div class="c x19 y114 wa h13"><div class="t m0 x1 h8 y111 ff6 fs0 fc0 sc0 ls0 ws0">Inclusão <span class="_ _5"></span>das <span class="_ _5"></span>cadeias <span class="_ _5"></span>V6, <span class="_ _5"></span>V7, <span class="_ _5"></span>V8 <span class="_ _5"></span>e<span class="_ _7"></span> </div><div class="t m0 x1 h8 y112 ff6 fs0 fc0 sc0 ls0 ws0">V9. </div></div><div class="c x14 y115 w8 h17"><div class="t m0 x1e h8 y116 ff6 fs0 fc0 sc0 ls0 ws0">Resolução nº 116, de </div><div class="t m0 x1f h8 y117 ff6 fs0 fc0 sc0 ls0 ws0">09.12.2015 </div><div class="t m0 x1d h8 y118 ff6 fs0 fc0 sc0 ls0 ws0">Versão 4.5 </div></div><div class="c x17 y115 w9 h17"><div class="t m0 x23 h8 y119 ff6 fs0 fc0 sc0 ls0 ws0">4.4.3.3,  </div><div class="t m0 x7 h8 y11a ff6 fs0 fc0 sc0 ls0 ws0">4.4.9,  </div><div class="t m0 x1d h8 y10a ff6 fs0 fc0 sc0 ls0 ws0">7.1.2, alínea c) e </div><div class="t m0 x18 h8 y106 ff6 fs0 fc0 sc0 ls0 ws0">7.1.4, alínea f) </div></div><div class="c x19 y115 wa h17"><div class="t m0 x1 h8 y11b ff6 fs0 fc0 sc0 ls0 ws0">Inclusão <span class="_ _b"></span>da <span class="_ _a"></span>cadeia <span class="_ _b"></span>V5, <span class="_ _a"></span>Revogação </div><div class="t m0 x1 h8 y11c ff6 fs0 fc0 sc0 ls0 ws0">de <span class="_ _5"></span>certificados <span class="_ _6"></span>pela <span class="_ _5"></span>AC <span class="_ _6"></span>Raiz, <span class="_ _5"></span>LCR </div><div class="t m0 x1 h8 y11d ff6 fs0 fc0 sc0 ls0 ws0">final <span class="_ _a"></span>e <span class="_ _a"></span>flexibilização <span class="_ _a"></span>da <span class="_ _5"></span>frequência </div><div class="t m0 x1 h8 y11e ff6 fs0 fc0 sc0 ls0 ws0">de emissão da LCR da AC Raiz. </div></div><div class="c x14 y11f w8 h18"><div class="t m0 x1e h8 y11c ff6 fs0 fc0 sc0 ls0 ws0">Resolução nº 104, de </div><div class="t m0 x1f h8 y11d ff6 fs0 fc0 sc0 ls0 ws0">23.04.2015 </div><div class="t m0 x1d h8 y10d ff6 fs0 fc0 sc0 ls0 ws0">Versão 4.4 </div></div><div class="c x17 y11f w9 h18"><div class="t m0 x24 h8 y11a ff6 fs0 fc0 sc0 ls0 ws0">7.1.2, item c) </div><div class="t m0 x0 h8 y10a ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x24 h8 y106 ff6 fs0 fc0 sc0 ls0 ws0">7.1.4, item e) </div></div><div class="c x19 y11f wa h18"><div class="t m0 x1 h8 y120 ff6 fs0 fc0 sc0 ls0 ws0">Inclusão da cadeia V4 </div><div class="t m0 x1 h8 y112 ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x14 y121 w8 h19"><div class="t m0 x15 h8 y122 ff6 fs0 fc0 sc0 ls0 ws0">Resolução <span class="ls19">nº</span> 99, de </div><div class="t m0 x1f h8 y123 ff6 fs0 fc0 sc0 ls0 ws0">09.10.2013 </div><div class="t m0 x1d h8 y124 ff6 fs0 fc0 sc0 ls0 ws0">Versão 4.3 </div></div><div class="c x17 y121 w9 h19"><div class="t m0 x25 h8 y125 ff6 fs0 fc0 sc0 ls0 ws0">7.1 </div></div><div class="c x19 y121 wa h19"><div class="t m0 x1 h8 y126 ff6 fs0 fc0 sc0 ls0 ws0">Item <span class="_ _b"></span>alterado <span class="_ _a"></span>que <span class="_ _b"></span>amplia <span class="_ _b"></span>prazo <span class="_ _b"></span>de </div><div class="t m0 x1 h8 y127 ff6 fs0 fc0 sc0 ls0 ws0">validade <span class="_ _12"> </span>de <span class="_ _12"> </span>certificados <span class="_ _12"> </span>das </div><div class="t m0 x1 h8 y125 ff6 fs0 fc0 sc0 ls0 ws0">hierarquias <span class="_ _1e"> </span>da <span class="_ _1e"> </span>ICP-Brasil <span class="_ _1c"> </span>que </div><div class="t m0 x1 h8 y105 ff6 fs0 fc0 sc0 ls0 ws0">implementam <span class="_ _1f"> </span>exclusivamente </div><div class="t m0 x1 h8 y106 ff6 fs0 fc0 sc0 ls0 ws0">algoritmos de curvas elípticas. </div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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"/><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y2c ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2d w5 h9"><div class="t m0 x9 h8 y2e ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xa y2d w6 h9"><div class="t m0 xb ha y2f ff7 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y30 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y31 ff8 fs3 fc0 sc0 ls0 ws0">Declaração de Práticas de Certificaçã<span class="_ _7"></span>o da Autoridade Certificadora<span class="_ _7"></span> Raiz da ICP-Brasil <span class="ff9">–</span> <span class="lsb">DO</span>C-ICP-<span class="ls9">01</span> <span class="lsc">v.</span>6<span class="lsa">.0<span class="_ _7"></span></span> <span class="_ _d"></span> <span class="_ _e"> </span> <span class="_ _e"> </span> <span class="_ _e"> </span><span class="ffa">9</span> </div></div><div class="c x14 y129 w8 h1b"><div class="t m0 x15 h12 y105 ffd fs0 fc0 sc0 ls0 ws0">Ato que aprovou a </div><div class="t m0 x16 h12 y106 ffd fs0 fc0 sc0 ls0 ws0">alteração<span class="ffe"> </span></div></div><div class="c x17 y129 w9 h1b"><div class="t m0 x18 h12 y107 ffd fs0 fc0 sc0 ls0 ws0">Item alterado<span class="ffe"> </span></div></div><div class="c x19 y129 wa h1b"><div class="t m0 x1a h12 y107 ffd fs0 fc0 sc0 ls0 ws0">Descrição da alteração<span class="ffe"> </span></div></div><div class="c x14 y12a w8 h7"><div class="t m0 x15 h8 y12b ff6 fs0 fc0 sc0 ls0 ws0">Resolução <span class="ls19">nº</span> 94, de </div><div class="t m0 x1f h8 y10c ff6 fs0 fc0 sc0 ls0 ws0">27.09.2012 </div><div class="t m0 x1d h8 y124 ff6 fs0 fc0 sc0 ls0 ws0">Versão 4.2 </div></div><div class="c x17 y12a w9 h7"><div class="t m0 x26 h8 y12c ff6 fs0 fc0 sc0 ls0 ws0">1.3.3, 1.4, 7.2, 7.2.2, 7.2.2.1, </div><div class="t m0 x27 h8 y12d ff6 fs0 fc0 sc0 ls0 ws0">7.2.2.2, 7.2.6, 7.2.7, 7.2.8, </div><div class="t m0 x28 h8 y105 ff6 fs0 fc0 sc0 ls0 ws0">7.2.8.1, 7.2.8.2, 7.2.9 </div></div><div class="c x19 y12a wa h7"><div class="t m0 x1 h8 y12e ff6 fs0 fc0 sc0 ls0 ws0">Itens <span class="_ _20"> </span>alterados <span class="_ _20"> </span>ou <span class="_ _20"> </span>incluídos <span class="_ _20"> </span>em </div><div class="t m0 x1 h8 y12c ff6 fs0 fc0 sc0 ls0 ws0">função <span class="_ _7"></span>de <span class="_ _c"></span>mudança <span class="_ _c"></span>do <span class="_ _c"></span>prestador <span class="_ _7"></span>de </div><div class="t m0 x1 h8 y12d ff6 fs0 fc0 sc0 ls0 ws0">Serviço <span class="_ _b"></span>de <span class="_ _b"></span>Suporte, <span class="_ _2"></span>alterações <span class="_ _b"></span>nos </div><div class="t m0 x1 h8 y105 ff6 fs0 fc0 sc0 ls0 ws0">Dados <span class="_ _21"> </span>de <span class="_ _21"> </span>Contato <span class="_ _21"> </span>e <span class="_ _21"> </span>detalhamento </div><div class="t m0 x1 h8 y106 ff6 fs0 fc0 sc0 ls0 ws0">de Perfil de Certificado.  </div></div><div class="c x14 y4e w8 h1c"><div class="t m0 xb h8 y12f ff6 fs0 fc0 sc0 ls0 ws0">Ato nº 01, de 26.08.2011 </div><div class="t m0 x21 h8 y130 ff6 fs0 fc0 sc0 ls0 ws0">mantida versão 4.1 </div></div><div class="c x17 y4e w9 h1c"><div class="t m0 x25 h8 y131 ff6 fs0 fc0 sc0 ls0 ws0">7.2 </div></div><div class="c x19 y4e wa h1c"><div class="t m0 x1 h8 y132 ff6 fs0 fc0 sc0 ls0 ws0">Item <span class="_ _b"></span>alterado <span class="_ _b"></span>para <span class="_ _2"></span>corrigir <span class="_ _b"></span>erro <span class="_ _b"></span>de </div><div class="t m0 x1 h8 y133 ff6 fs0 fc0 sc0 ls0 ws0">redação </div></div><div class="c x14 y134 w8 h13"><div class="t m0 x15 h8 y109 ff6 fs0 fc0 sc0 ls0 ws0">Resolução <span class="ls19">nº</span> 81, de </div><div class="t m0 x1f h8 y10a ff6 fs0 fc0 sc0 ls0 ws0">17.06.2010 </div><div class="t m0 x1d h8 y106 ff6 fs0 fc0 sc0 ls0 ws0">Versão 4.1 </div></div><div class="c x17 y134 w9 h13"><div class="t m0 x1f h8 y10b ff6 fs0 fc0 sc0 ls0 ws0">7.1.2, 7.1.4, 7.2.4 </div></div><div class="c x19 y134 wa h13"><div class="t m0 x1 h8 y10b ff6 fs0 fc0 sc0 ls0 ws0">Inclusão das cadeias V2 e V3 </div></div><div class="c x14 y135 w8 h13"><div class="t m0 x15 h8 y109 ff6 fs0 fc0 sc0 ls0 ws0">Resolução <span class="ls19">nº</span> 50, de </div><div class="t m0 x1f h8 y10a ff6 fs0 fc0 sc0 ls0 ws0">19.11.2008  </div><div class="t m0 x1d h8 y106 ff6 fs0 fc0 sc0 ls0 ws0">Versão 4.0  </div></div><div class="c x17 y135 w9 h13"><div class="t m0 x29 h8 y111 ff6 fs0 fc0 sc0 ls0 ws0">2.1.1.g, 2.7.1, 2.8.2.2, 2.8.2.3, </div><div class="t m0 x2a h8 y112 ff6 fs0 fc0 sc0 ls0 ws0">6.1.4.2.c </div></div><div class="c x19 y135 wa h13"><div class="t m0 x1 h8 y111 ff6 fs0 fc0 sc0 ls0 ws0">Inclusão <span class="_ _2"></span>de <span class="_ _2"></span>referências <span class="_ _b"></span>a <span class="_ _2"> </span>Cari<span class="_ _7"></span>mbo </div><div class="t m0 x1 h8 y112 ff6 fs0 fc0 sc0 ls0 ws0">de tempo </div></div><div class="c x14 y136 w8 h1d"><div class="t m0 x15 h8 y137 ff6 fs0 fc0 sc0 ls0 ws0">Resolução nº 49, de </div><div class="t m0 x9 h8 y138 ff6 fs0 fc0 sc0 ls0 ws0">03.06.08 </div><div class="t m0 x1d h8 y139 ff6 fs0 fc0 sc0 ls0 ws0">Versão 3.0 </div></div><div class="c x17 y13a w9 h1e"><div class="t m0 x27 h8 y13b ff6 fs0 fc0 sc0 ls0 ws0">1.1.1, 1.1.2, 2.1.1, 2.1.4.2, </div><div class="t m0 x29 h8 y13c ff6 fs0 fc0 sc0 ls0 ws0">2.6.1.1, 2.6.3.1, 2.8.3, 4.4.1.4, </div><div class="t m0 x2b h8 y13d ff6 fs0 fc0 sc0 ls0 ws0">4.4.1.5, 4.4.1.7, 4.4.9, 4.4.10, </div><div class="t m0 x29 h8 y13e ff6 fs0 fc0 sc0 ls0 ws0">5.2.1.6, 6.1.1.1, 6.1.1.3, 6.1.8, </div><div class="t m0 x2c h8 y13f ff6 fs0 fc0 sc0 ls0 ws0">6.1.9, 6.2, 6.2.1, 6.2.2, 6.2.4.1, </div><div class="t m0 x2c h8 y119 ff6 fs0 fc0 sc0 ls0 ws0">6.2.6, 6.2.7, 6.2.8, 6.2.9, 6.3.2, </div><div class="t m0 x2c h8 y140 ff6 fs0 fc0 sc0 ls0 ws0">6.4.1, 6.4.2, 6.5.1.1, 6.6.2, 6.7, </div><div class="t m0 x1 h8 y141 ff6 fs0 fc0 sc0 ls0 ws0">6.8, 7.1, 7.1.1, 7.1.2, 7.1.3, 7.1.4, </div><div class="t m0 x16 h8 y142 ff6 fs0 fc0 sc0 ls0 ws0">7.3, 7.3.1, 7.3.2 </div></div><div class="c x19 y13a wa h1e"><div class="t m0 x1 h8 y143 ff6 fs0 fc0 sc0 ls0 ws0">Item <span class="_ _1"> </span>alterado <span class="_ _1a"> </span>ou <span class="_ _1"> </span>excluído <span class="_ _1"> </span>em </div><div class="t m0 x1 h8 y144 ff6 fs0 fc0 sc0 ls0 ws0">função <span class="_ _22"> </span>da <span class="_ _22"> </span>geração <span class="_ _22"> </span>da <span class="_ _22"> </span>segunda </div><div class="t m0 x1 h8 y145 ff6 fs0 fc0 sc0 ls0 ws0">chave da AC Raiz </div><div class="t m0 x1 h8 y146 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h8 y147 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h8 y119 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h8 y11a ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h8 y10a ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h8 y106 ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x17 y148 w9 h1c"><div class="t m0 x1b h8 y12f ff6 fs0 fc0 sc0 ls0 ws0">2.6.1.4, 3.1.1, 5.3.3, 5.3.8, 6.3.1 </div><div class="t m0 x0 h8 y130 ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x19 y148 wa h1c"><div class="t m0 x1 h8 y132 ff6 fs0 fc0 sc0 ls0 ws0">Item <span class="_ _23"> </span>alterado <span class="_ _23"> </span>ou <span class="_ _1b"> </span>excl<span class="_ _7"></span>uído <span class="_ _23"> </span>para </div><div class="t m0 x1 h8 y133 ff6 fs0 fc0 sc0 ls0 ws0">correção de redação </div></div><div class="c x17 y149 w9 h1c"><div class="t m0 xe h8 y12f ff6 fs0 fc0 sc0 ls0 ws0">3.1.7 </div><div class="t m0 x0 h8 y130 ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x19 y149 wa h1c"><div class="t m0 x1 h8 y132 ff6 fs0 fc0 sc0 ls0 ws0">Item <span class="_ _24"> </span>alterado <span class="_ _24"> </span>para <span class="_ _24"> </span>atualização <span class="_ _24"> </span>de </div><div class="t m0 x1 h8 y133 ff6 fs0 fc0 sc0 ls0 ws0">padrão internacional </div></div><div class="c x17 y136 w9 h1f"><div class="t m0 xe h8 y131 ff6 fs0 fc0 sc0 ls0 ws0">7.2.2 </div></div><div class="c x19 y136 wa h1f"><div class="t m0 x1 h8 y14a ff6 fs0 fc0 sc0 ls0 ws0">Item <span class="_ _25"> </span>alterado <span class="_ _25"> </span>para <span class="_ _25"> </span>ficar <span class="_ _1c"> </span>em </div><div class="t m0 x1 h8 y14b ff6 fs0 fc0 sc0 ls0 ws0">conformidade <span class="_ _26"> </span>com <span class="_ _26"> </span>o <span class="_ _26"> </span>padrão </div><div class="t m0 x1 h8 y14c ff6 fs0 fc0 sc0 ls0 ws0">internacional </div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y2c ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2d w5 h9"><div class="t m0 x9 h8 y2e ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xa y2d w6 h9"><div class="t m0 xb ha y2f ff7 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y30 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y31 ff8 fs3 fc0 sc0 ls0 ws0">Declaração de Práticas de Certificaçã<span class="_ _7"></span>o da Autoridade Certificadora<span class="_ _7"></span> Raiz da ICP-Brasil <span class="ff9">–</span> <span class="lsb">DO</span>C-ICP-<span class="ls9">01</span> <span class="lsc">v.</span>6<span class="lsa">.0<span class="_ _7"></span></span> <span class="_ _d"></span> <span class="_ _e"> </span> <span class="_ _e"> </span> <span class="_ _e"> </span><span class="ffa ls9">10</span> </div></div><div class="c x14 y129 w8 h1b"><div class="t m0 x15 h12 y105 ffd fs0 fc0 sc0 ls0 ws0">Ato que aprovou a </div><div class="t m0 x16 h12 y106 ffd fs0 fc0 sc0 ls0 ws0">alteração<span class="ffe"> </span></div></div><div class="c x17 y129 w9 h1b"><div class="t m0 x18 h12 y107 ffd fs0 fc0 sc0 ls0 ws0">Item alterado<span class="ffe"> </span></div></div><div class="c x19 y129 wa h1b"><div class="t m0 x1a h12 y107 ffd fs0 fc0 sc0 ls0 ws0">Descrição da alteração<span class="ffe"> </span></div></div><div class="c x14 y14e w8 h13"><div class="t m0 x15 h8 y109 ff6 fs0 fc0 sc0 ls0 ws0">Resolução <span class="ls19">nº</span> 46, de </div><div class="t m0 x1f h8 y10a ff6 fs0 fc0 sc0 ls0 ws0">03.12.2007  </div><div class="t m0 x1d h8 y106 ff6 fs0 fc0 sc0 ls0 ws0">Versão 2.1 </div></div><div class="c x17 y14e w9 h13"><div class="t m0 x20 h8 y10b ff6 fs0 fc0 sc0 ls0 ws0">2.6.1.1 </div></div><div class="c x19 y14e wa h13"><div class="t m0 x1 h8 y10c ff6 fs0 fc0 sc0 ls0 ws0">Alterada <span class="_ _5"></span>a <span class="_ _6"></span>URL <span class="_ _5"></span>da <span class="_ _5"></span>página <span class="_ _5"></span>Web <span class="_ _5"></span>da </div><div class="t m0 x1 h8 y10b ff6 fs0 fc0 sc0 ls0 ws0">AC <span class="_ _27"> </span>Raiz <span class="_ _27"> </span>para </div><div class="t m0 x1 h8 y10d ff6 fs0 fc1 sc0 ls0 ws0">http://acraiz.icpbrasil.gov.br<span class="fc0"> </span></div></div><div class="c x14 y14f w8 h13"><div class="t m0 x15 h8 y109 ff6 fs0 fc0 sc0 ls0 ws0">Resolução <span class="ls19">nº</span> 38, de </div><div class="t m0 x1f h8 y10a ff6 fs0 fc0 sc0 ls0 ws0">18.04.2006  </div><div class="t m0 x1d h8 y106 ff6 fs0 fc0 sc0 ls0 ws0">Versão 2.0 </div></div><div class="c x17 y14f w9 h13"><div class="t m0 x14 h8 y10b ff6 fs0 fc0 sc0 ls0 ws0">Diversos </div></div><div class="c x19 y14f wa h13"><div class="t m0 x1 h8 y10c ff6 fs0 fc0 sc0 ls0 ws0">Criação <span class="_ _28"> </span>do <span class="_ _28"> </span>DOC-ICP-01 </div><div class="t m0 x1 h8 y10b ff6 fs0 fc0 sc0 ls0 ws0">consolidando <span class="_ _29"> </span>documentos 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y2c ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2d w5 h9"><div class="t m0 x9 h8 y2e ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xa y2d w6 h9"><div class="t m0 xb ha y2f ff7 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y30 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y31 ff8 fs3 fc0 sc0 ls0 ws0">Declaração de Práticas de Certificaçã<span class="_ _7"></span>o da Autoridade Certificadora<span class="_ _7"></span> Raiz da ICP-Brasil <span class="ff9">–</span> <span class="lsb">DO</span>C-ICP-<span class="ls9">01</span> <span class="lsc">v.</span>6<span class="lsa">.0<span class="_ _7"></span></span> <span class="_ _d"></span> <span class="_ _e"> </span> <span class="_ _e"> </span> <span class="_ _e"> </span><span class="ffa ls9">11</span> </div><div class="t m0 x4 h21 y32 ff7 fs1 fc0 sc0 ls0 ws0">1<span class="ff11"> <span class="_ _22"> </span></span>INTRODUÇÃO </div><div class="t m0 x4 h22 y129 ff7 fs0 fc0 sc0 ls0 ws0">1.1<span class="ff11"> <span class="_ _25"> </span></span>Visão geral </div><div class="t m0 x4 h4 y152 ff6 fs0 fc0 sc0 ls0 ws0">1.1.1<span class="ff5"> <span class="_ _1"> </span></span>A ICP-Brasil é uma plataforma criptográfica de confiança que garante presunção de validade </div><div class="t m0 x4 h8 y153 ff6 fs0 fc0 sc0 ls0 ws0">jurídica <span class="_ _2"> </span>aos <span class="_ _21"> </span>atos <span class="_ _2"></span>e <span class="_ _2"> </span>negócios <span class="_ _21"> </span>eletrônicos <span class="_ _2"></span>assinados <span class="_ _2"> </span>e <span class="_ _21"> </span>cifrados <span class="_ _2"></span>com <span class="_ _2"> </span>certificados <span class="_ _21"> </span>digitais <span class="_ _2"> </span>e <span class="_ _2"> </span>chaves </div><div class="t m0 x4 h8 y154 ff6 fs0 fc0 sc0 ls0 ws0">emitidos por essa infraestrutura. </div><div class="t m0 x4 h4 y155 ff6 fs0 fc0 sc0 ls0 ws0">1.1.2<span class="ff5"> <span class="_ _1"> </span></span>Este <span class="_ _6"></span>documento <span class="_ _6"></span>é <span class="_ _6"></span>aprovado <span class="_ _c"></span>pelo <span class="_ _5"></span>Comitê <span class="_ _c"></span>Gestor <span class="_ _6"></span>da <span class="_ _6"></span>ICP-<span class="_ _7"></span>Brasil <span class="_ _c"></span>para <span class="_ _6"></span>identificar <span class="_ _6"></span>as <span class="_ _5"></span>práticas <span class="_ _c"></span>e </div><div class="t m0 x4 h8 y156 ff6 fs0 fc0 sc0 ls0 ws0">procedimentos da AC Raiz. </div><div class="t m0 x4 h4 y157 ff6 fs0 fc0 sc0 ls0 ws0">1.1.3<span class="ff5"> <span class="_ _1"> </span></span>Esta <span class="_ _6"></span>Declaração <span class="_ _c"></span>de <span class="_ _6"></span>Práticas<span class="_ _7"></span> <span class="_ _6"></span>de <span class="_ _6"></span>Certificação <span class="_ _6"></span>- <span class="_ _6"></span>DPC <span class="_ _6"></span>descreve <span class="_ _6"></span>as <span class="_ _6"></span>práticas <span class="_ _c"></span>e <span class="_ _6"></span>os <span class="_ _6"></span>proc<span class="_ _7"></span>edimentos </div><div class="t m0 x4 h8 y158 ff6 fs0 fc0 sc0 ls0 ws0">empregados  pelo <span class="_ _21"> </span>Instituto <span class="_ _21"> </span>Nacional  de <span class="_ _21"> </span>Tecnologia  da <span class="_ _21"> </span>Informação  -  IT<span class="_ _0"></span>I  na <span class="_ _21"> </span>execução  dos <span class="_ _21"> </span>seus </div><div class="t m0 x4 h8 y159 ff6 fs0 fc0 sc0 ls0 ws0">serviços <span class="_ _21"> </span>como <span class="_ _21"> </span>Autoridade  Cer<span class="_ _0"></span>tificadora <span class="_ _21"> </span>Raiz  <span class="ff10">–</span> <span class="_ _21"> </span>AC <span class="_ _21"> </span>Raiz <span class="_ _21"> </span>da <span class="_ _21"> </span>Infraestrutura <span class="_ _21"> </span>de <span class="_ _21"> </span>Chaves <span class="_ _21"> </span>Públicas </div><div class="t m0 x4 h8 y15a ff6 fs0 fc0 sc0 ls0 ws0">Brasileira - ICP-Brasil. </div><div class="t m0 x4 h4 y15b ff6 fs0 fc0 sc0 ls0 ws0">1.1.4<span class="ff5"> <span class="_ _1"> </span></span>A <span class="_ _2"></span>AC <span class="_ _2"> </span>Raiz <span class="_ _2"> </span>possui <span class="_ _21"> </span>os <span class="_ _2"></span>certificados <span class="_ _2"></span>de <span class="_ _2"> </span>níveis <span class="_ _2"> </span>mais <span class="_ _2"> </span>altos <span class="_ _2"> </span>na <span class="_ _21"> </span>ICP-Brasil. <span class="_ _2"> </span>Esses <span class="_ _2"> </span>certific<span class="_ _7"></span>ados </div><div class="t m0 x4 h8 y15c ff6 fs0 fc0 sc0 ls0 ws0">contém <span class="_ _6"></span>as <span class="_ _6"></span>chaves <span class="_ _6"></span>públicas <span class="_ _6"></span>correspondentes <span class="_ _6"></span>às <span class="_ _5"></span>chaves <span class="_ _c"></span>privadas <span class="_ _6"></span>da <span class="_ _5"></span>AC <span class="_ _c"></span>Raiz, <span class="_ _6"></span>utilizadas <span class="_ _6"></span>para <span class="_ _6"></span>assi<span class="_ _7"></span>nar </div><div class="t m0 x4 h8 y15d ff6 fs0 fc0 sc0 ls0 ws0">os <span class="_ _c"></span>seus <span class="_ _c"></span>próprios <span class="_ _6"></span>certificados, <span class="_ _c"></span>os <span class="_ _c"></span>certificados <span class="_ _c"></span>das <span class="_ _c"></span>ACs <span class="_ _c"></span>de <span class="_ _6"></span>nível <span class="_ _c"></span>imediatamente <span class="_ _6"></span>subsequente <span class="_ _c"></span>ao <span class="_ _c"></span>seu <span class="_ _c"></span>e </div><div class="t m0 x4 h8 y15e ff6 fs0 fc0 sc0 ls0 ws0">as suas Listas de Certificados Revogados - LCR.  </div><div class="t m0 x4 h4 y15f ff6 fs0 fc0 sc0 ls0 ws0">1.1.5<span class="ff5"> <span class="_ _1"> </span></span>Esta <span class="_ _3"> </span>DPC <span class="_ _2a"> </span>segue <span class="_ _3"> </span>as <span class="_ _2a"> </span>atualizações <span class="_ _3"> </span>dos <span class="_ _2a"> </span>documentos <span class="_ _3"> </span><span class="ff8">Baseline <span class="_ _2a"> </span>Requirements</span> <span class="_ _2a"> </span><span class="ls1">e <span class="_ _3"> </span></span><span class="ff8">Extended </span></div><div class="t m0 x4 h8 y160 ff8 fs0 fc0 sc0 ls0 ws0">Validation<span class="ff6"> <span class="_ _2a"> </span>SSL <span class="_ _2b"> </span>e <span class="_ _2a"> </span></span>Co<span class="_ _7"></span>deSign <span class="_ _2a"> </span>Guidelines<span class="_ _7"></span><span class="ff6"> <span class="_ _2a"> </span>[11], <span class="_ _2b"> </span>do <span class="_ _2b"> </span></span>WebTrust<span class="ff6"> <span class="_ _2a"> </span></span>Principles <span class="_ _2b"> </span>and <span class="_ _2a"> </span>Criteria<span class="ff6"> <span class="_ _2b"> </span>[10] <span class="_ _2b"> </span>e </span></div><div class="t m0 x4 h8 y161 ff6 fs0 fc0 sc0 ls0 ws0">publicações do CA/<span class="ff8">Browser Forum</span>, disponíveis no sítio https://cabforum.org. </div><div class="t m0 x4 h4 y162 ff6 fs0 fc0 sc0 ls0 ws0">1.1.6<span class="ff5"> <span class="_ _1"> </span></span>A estrutura desta DPC está baseada na RFC 3647 <span class="ls1a">[1</span>3]. </div><div class="t m0 x4 h22 y163 ff7 fs0 fc0 sc0 ls0 ws0">1.2<span class="ff11"> <span class="_ _25"> </span></span>Nome do documento e identificação </div><div class="t m0 x4 h8 y164 ff6 fs0 fc0 sc0 ls0 ws0">Esta <span class="_ _11"> </span>DPC <span class="_ _2c"> </span>é <span class="_ _11"> </span>chamada <span class="_ _2c"> </span>&quot;DECLARAÇÃO <span class="_ _11"> </span>DE <span class="_ _2c"> </span>PRÁTICAS <span class="_ _11"> </span>DE <span class="_ _2c"> </span>CERTIFICAÇÃO <span class="_ _11"> </span>DA </div><div class="t m0 x4 h8 y165 ff6 fs0 fc0 sc0 ls0 ws0">AUTORIDADE <span class="_ _5"></span>CERTIFICADORA <span class="_ _5"></span>RAIZ <span class="_ _5"></span>DA <span class="_ _a"></span>ICP-BRASIL&quot; <span class="_ _5"></span>e <span class="_ _5"></span>comumente <span class="_ _a"></span>referida <span class="_ _5"></span>como <span class="_ _5"></span>&quot;DPC </div><div class="t m0 x4 h8 y166 ff6 fs0 fc0 sc0 ls0 ws0">da AC Raiz&quot;. O <span class="ff8">Object Identifier</span> <span class="ff10">–</span> OID desta DPC é 2.16.76.1.1.0. </div><div class="t m0 x4 h22 y167 ff7 fs0 fc0 sc0 ls0 ws0">1.3<span class="ff11"> <span class="_ _25"> </span></span>Participantes da ICP-Brasil </div><div class="t m0 x4 h4 y168 ff6 fs0 fc0 sc0 ls0 ws0">1.3.1<span class="ff5"> <span class="_ _11"> </span></span>Autoridades Certificadoras </div><div class="t m0 x4 h8 y169 ff6 fs0 fc0 sc0 ls0 ws0">Esta DPC refere-se unicamente à Autoridade Certificadora Raiz <span class="ff10">–</span> AC Raiz da ICP-Brasil. </div><div class="t m0 x4 h4 y16a ff6 fs0 fc0 sc0 ls0 ws0">1.3.2<span class="ff5"> <span class="_ _11"> </span></span>Autoridades de Registro </div><div class="t m0 x4 h8 y16b ff6 fs0 fc0 sc0 ls0 ws0">A <span class="_ _5"></span>atividade <span class="_ _a"></span>de <span class="_ _5"></span>identificação <span class="_ _a"></span>e <span class="_ _a"></span>cadastramento <span class="_ _5"></span>das <span class="_ _a"></span>ACs <span class="_ _5"></span>de <span class="_ _a"></span>nível <span class="_ _5"></span>imediatamente <span class="_ _a"></span>subsequente <span class="_ _5"></span>ao <span class="_ _a"></span>da </div><div class="t m0 x4 h8 y16c ff6 fs0 fc0 sc0 ls0 ws0">AC <span class="_ _2"> </span>Raiz <span class="_ _21"> </span>será <span class="_ _2"> </span>realizada <span class="_ _2"> </span>junto <span class="_ _2"> </span>com <span class="_ _21"> </span>o <span class="_ _2"> </span>processo <span class="_ _2"> </span>de <span class="_ _21"> </span>credenciamento, <span class="_ _2"></span>não <span class="_ _2"> </span>havendo <span class="_ _21"> </span>Autoridades <span class="_ _2"></span>de </div><div class="t m0 x4 h8 y16d ff6 fs0 fc0 sc0 ls0 ws0">Registro - AR no âmbito da AC Raiz. </div><div class="t m0 x4 h4 y16e ff6 fs0 fc0 sc0 ls0 ws0">1.3.3<span class="ff5"> <span class="_ _11"> </span></span>Titulares do certificado </div><div class="t m0 x4 h8 y16f ff6 fs0 fc0 sc0 ls0 ws0">Os <span class="_ _5"></span>certificados <span class="_ _5"></span>emitidos <span class="_ _5"></span>pela <span class="_ _a"></span>AC <span class="_ _5"></span>Raiz <span class="_ _5"></span>têm <span class="_ _5"></span>como <span class="_ _5"></span>titulares <span class="_ _5"></span>a <span class="_ _a"></span>própria <span class="_ _5"></span>AC <span class="_ _5"></span>Raiz <span class="_ _5"></span>ou <span class="_ _5"></span>as <span class="_ _a"></span>ACs <span class="_ _5"></span>de <span class="_ _5"></span>nível </div><div class="t m0 x4 h8 y170 ff6 fs0 fc0 sc0 ls0 ws0">imediatamente subsequente ao seu. </div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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ZGxvTplZUQnRjmu49MaZP87FVQgaJiiXTSPH3+cEJBSIuIUJFjBH/pEGq7QKNQAVGmqH/vxvSaljK40F0JAQoHj6jvf7KyN31Ry+K7vny+y1zgSF5AgdlPYLd3H/23ozGhNWKG55t1t36zI21xqqDKLksz8KFgkVMqskzpqfOchU7NHjUnrpwTBZwkkK/ENZ/YtP75xzcmtZbY6iZH3djMClSxEi2G39LnqiStmRgsh7r83gzTi49kN3OLrJN7Z6+pnRtzVDpqHPP1QAkAkJAQoNVZLDuh9VnqRC7f2vzoEFAAoET9rr9Ez77wEhYxmklbm77h3/fxiXgVCE3dcxvUrT2/pGpe+6MjqAxUnG8AGCKDy92wO/YBkZnK+XPXh8ZWfHFs1rFOvZ4bcNTK1rwjOhD47yStPbn111393VB7jSBRwAxWZFXIx1L168OsFR1bO7Xf934bcpnZtYuFAZ+xVPvY+AEC1bGwfhhmdNfPIFUniQHagSsk0b/MnVoXssew7oYAr43KeGfmn5gs3EsC60j23/O/ZYmuV1+iJwEZ2G/zYz29trcxtQFtApep7fQSZ0aaKQ1O+f+LN3Uu4S80vObbxxlXPbq0+KgucEP3Zix48ECFUc+MLuxe9uGWhvU0JB7F1+gbxUO3pK76+H126R+a83tpQaaqtkxu8lSCByPH6zJFvjX8kQlA3f22J0XM/vWcSbG7lMZwIxIRGLj68PlAajxoUCSHRoaIGASostdUWveRjCJoF+/PbPh2d1n9AXBcT2V/Z+aVdIJeH4gRayYWpWSN66tI5UUF92f7KE4dq83nTMBBHeGPvtwnhsff2ndJWqRJiqwQfAAySeUfl0cAOYCPnw8bE58wecN21nYcFtRUdocFuaQygO/QaITKiKEXYMVNNk+KmplnVPzxzwbXPdYtKcdDddqC1+TvuWDnPd6ga0PbD6R0D4rL2lJ04UpffNOddNPI9vae8MeYh5rSr0Ary9d/9fXXxTlcKJhJAA7M9v/Hj67qOTNBE/u7ot6Ylh8df32d8TqeuzJ+114zqYARZqoShqX1CRNXmsweKa8oGxWQbG/TVFoMMnCNw5ByBAGIU4V/PeKlzaHyjn64guCZjSE9d5x3VR31J8NP6UgIoMVTI3kKDDCBEqW6MRiCAGoR7el+rFTRNj00EAAJhraGuw6LvRLnAUHrf+pdVII5K7j+nz7VXZgzUCsoWBoAAAR7pc+O8EbPUTIEAdpL15oYIjVbiskW21ZmNJpu51massxga7OZIpTYzNA4dkXMEK5eLDJUnas5aud2vjVZuquEAOk2EAF6WGUkM3t675Ex9ef+4LomhMQmhuki1Nieh65WdB6qYIxG8SYbaMBh7Lugz8umav7ocHMEM0prinesLd42OyVl608thgqp55RNH2keH3BLClI6+qlCMDYkAIKUghAjKaKXW5ZE5rQ4OUGat31V0ZH9J3urTWw/UnLQLxANEO+1cQoAhKb0T1NFnbdVusxEBwIz2b05v+Ob0Bke2PgIoZZag0XWLTp3Zd/LkrsNCQERs4zB4q9FP1OhmZI1uXHaIqEGyVDbU7i7JLZZqyZ+ekRhtqNq/7uT26dkjmx1UHJzYI0Yd3ryGkhFq5IbTVcWb8vdsLNx7oCyvkutlJI7k6g0246SEgmJkSv/PT/0AAWywxqCmWZRP2yvyyyt+XLPnsp3dXx3/50HxXfH8op+u7TR/1P3u0VQiAoR6u2nx0Z//tWPRGXOFb8dkRp8eWjk1ewS4VaP0Zk44TOs2RgA/BIIMfEdJ7rr8nSdqzx6sPnWmtsyKktNUd5jN7mWzsTleGAGeG3Z3vdW4tnCnDWVoyX4gABujzbW5k7579KnBd97dd1K4qD5v6GNj2UU3lx0AohShs/pMsnHp4U1v+N0wt7viaI29AQJHYjWk6JvU1fdTC7f/fcP7H+QutzaCJXhTRAxAlFmqJnZocp9D9QX7qvOa6ULniITvrnvx4wMrX9j0aaVskBj3IQw8oxEIAFAlGR779Z2DpSc+nPS4oo3iRW1cIcYuBXRH9HZTvcUYwpSBCBAViTptlO81X9r2+dtH/se9s04ICaNE7eiU/pd16pEW3qlXbEZGZKKCiTeteK559B0M5Zy+19zUY2yxvvJw5am8uqIKU12BofRMfVmhscJoN8vIuc+GF5nRVyfX31s2dXBC946FPgfaVn50/vYvAuWLO4pIEQR0eRVcCFV4T+oGsC88vIb7SfjBvpGZq296I14Z5ub7kARQazEEN4cpUqGJ1KX11KW5qzgTtx+rKjhaVfDloXUbyva55xohgI3xw5X55w19jmAFWWqiDIkAGmTLmhNb//rj2xWg9xsSIIQwMSRcHWqz2gLJvoCM+TAfRYbKSks9MD8B/Wu7jOik9Fqi0UK2gvrSQA9vtFuOVpyxkiQD58AlkDmRzGXivE9s51RtnEAYzlSD4roOisuemj3yxiVPrS/f22hEERAA82PR/i7oEwDsrjyW+cE09zIIkixbZLsNJDlAcqaDO+wf1zVKDC232lplNlTUV9tB8rv33S5LztQuIkS0k7yz7PjbexafMZUHWnglpCd+fGtL7VEvExkB+kZ0/m76S6na2MaN5KFMOTi5509le7lbZgsCxYdEnRf0GQDZSa7wqPbYlNHkTG71F2xjhLf1mCC2nh7pFBmjBFFCu6818/6B71Mi4q/KGioiKzfVvL9z6aLja+2MB4qncoAwUf3A0Bt/XT3PI3eRABD2Gk7evOzZ+eMezo5OEZlgtFsW7l/1yq4vJcGD1o3k6kFJPc6b7Ddjn/mzHNAh+lmK+IlZl5/D86Vo4xJDdCctpb6A1vKGuRtei/rpfYbMKJnNCtm1qwv9ph5JsoSA47MuS1BFFdlrvHpAANuqj479Ym5iqE4hiHUmQxU3uKB3DqfIcUa3sQmh0W2FfjvlMDcxtHGK8GcH3PHTzHd0Ku05XEgNwtwBMxRNif/ebkSVYKpgRpNSJiQgUHNhRHwfv/u0KxpqZODhqH5s8C1+L0gIZoV0ylZ+zFxchnovqQ9nmheGzP732LkCnReGOWjkEVAgjCBVv07Zr4x9KCem8zlvoEKAB/pdp0Dxb5vfM4C1GTdK4Gyorvuzo+9J1cbnfHq7SSF5fe2kvuRQdf5AXdYD/aZFqsP/uuHtKjJQS/QfEgFgNGneGf/4DdmjWZtu/PCDvgYVt/YYX8fNrbqQEhVhCo1WpdGpw2M0kclhcZnRSRGKEMEVkHb8HSqqZvWZZBb8OJlRXK0CX1cXRGT39psyOKnHypNbTtUXn6orrrbU27gdATWCMjYkKiMiIS2s04jknGEpvZUocqD/jHrwQO0p30E6UpTXV5epQDazx7iRKX03nd2fX196oq6wuKHKYDEZJZNFtnHOmcCUKEYotYlhsSna2MsTeo3LHBSrjmBuHVEAu7vn1WbyY/8MS+jtEMNBcdlzekzxAzqxMFEDgbNoWxvBCTpVrbkLB/qsqdIBAXAgxykiMhEAKABFT/Ir4AFjAW9NHBz5mB5YOM6OawUWHoYZBoOBF/rksmBagb6fhAv3jFm3K7niSS2eyOeR9e+FZuPtGtcWbMVYN/YWsZnn9+6eFztCgSB21atpxqf0uCkG2FfmNSFABqqzNZQbq0/VFhfoy0qMVZWWugbJYrJbbbKdgFRMEapQh4jquJCoZG1sZkRCF11qXGiUVlQ7eCGvJP9GotjrdaCB932XEwFAgHCxV146BDM1PYbBU2iaJ/AcP/RK0vaWOi8zzDGkAXf1kfNwvWqbcWfJkU/3LvulcL+RrG6clCMqiv6XQQKlLEQrtNOyR80eOK1rZJIaRQwyyHXRNP/oc6CTdcWrT21fW7B9R1muQTLJ2Kr6Qk3ihgRKEhJCdVemDrwmY+io9P7hipBL8Luh7yaOHOiksezjXd9/eHCZgVlbsgadPEKQFjAj6BOW/vpVj16e0FMF7BL6jbJPAMgBlp389f41r1SQ3m/iefBABxwuglCumJw5/NVxDyZpoi+h70S/0Fj11IYPlp7ZbHKmY/hT0AQiYaigTtTGxIfqwpSaMGWISlACoF22G+wmvc1UYqgoNlaZuJUHNkeQoLM24Z5e107pekWXyER2sa4ETXpfBvri6I/3/PCyjcm+PImCY5JSNzy57/SeY69I7RsmqgXHKQ/e9AJJQFXW+nV5OxYdXLW/Mk+PFh7AlkGAMFn52eTnpmYNw4scfQCwAU1Z8vi60p1u2KPIWRwLf3zobXfkTNYKKocDEmBiNL3nyDAsMJT9e9PCr06stwrceQCUxzGzHIClq2L/N2N+78g0hnhRow8AR6rP3Lzi2SP6MwSQrI69pdvYGdmju8WmhzAFQFDweOXgc6Cz+oqdpUe/yF33Q+EuG3LP4n5ARBGo+cewe+7rN1WB7KJGnwBKrLW3f/tMui759Ql/DhfUbSWQEvBfig/OXv2vfEs5AHP45Y0hAYWMT/S/7e/D79A43YKLE30iQDTYTEpBoRJEoLYs80EA+fqyd/ct/f7ELwXmCvJONMeh8T0/nPBEt6iUi9XbouYd/rZpNbJpytePbanJ9bJhEWhcp4ErZsxXXhzeAPPvQkH70gHRQsj8Kx+MIrXXpksC+Llk35e566WL40gEYd68eefjvpSkjZnSdSS3y4eqTskgu4gs5Iz/dHqn3twwLKWvgjGCC9kSwvNbO4sDPbD+tQ+PrfCiAUWOi8Y/fXP3Kz0t1Ate8/zet8e5A6aHS6pGzeM0kBgtPvGz/AclRKmF/3cU2XeI/5aSI7esfK7IWu3+vhrEl0fcP0DX5Y84AAigFMQsXUqUMrSZIuTYQar2/Wf313/d+oFXpQd0uAV/RIUOiAS9w9OW3/yfZLUOAoTPfNH3MjnJsz5Pu0xTBKiyGKYt/duW6lyOHC6gMj4Z6rgFVz81MqkvYtCah4Ak4iIKbnuWUAYS2m0FJIACc9WYBfcW8KoLLP6VoYr9+fb3UzUx6BNDZr4sTYm1/rPDPzywcr4E3MX9ox3kOd+88NK2z0stde2kKFM1ujkDpzEOF1jo8Yyl8tZvny601JBjr4ObtIuNs58TEdChivwVJ379z4Fv0sM7cbf9HhxgW8XRz8o3HK8+++zwWekR8UJbTwMG8MDA60/UnFmct9HCbe5BTL9VA/2ed+7+aaC/waf6m9/jWwNdqvknQUfOC2tSqxxha/2xEYvmLJj41OiUHESfjBKZeLGplgMJADLAsC9mx2qits/8ROUoxwdgAXnA27cdg9J/DPnT7T2uEgjDVSFhCnXbEkEAIAMVm2qKjJUWyfoHFfYf83e+svu/MvMufJimjPn59vfTQ2LRXe9zoJe2ffGPHQtkdG3eRtAqNJd36jUx+bIHB03/dP+KJac3bS06aAKrcyM4YZom9snL77yj91VCG9HCrpg9uaWZ/OFUEAGgWbZ9dGD5G7u/KbBUuitRJEhVxT7Yf/r9/a/TCEqn3rdzOVGje374nAgxlKOT9TLazesLd+2rOUkAR+sKfyzcZQIruEq2RanCHrrsZslub7CZ2071u6ccAv4hXVwEAI2gfKj/9E0zP8xQx3kcCwB0xlb1xLYP3t271JE3xwBAZMLMnIm39hyvRNHj2+hM2/O9iVahuSdnyqwBU7SqELjU/NnQyeqoPw+6SeDMa/mQkd7cu/hUQwUAYaGh8tZl82SB7CQfrD5p4x6pv5HKsJSQ2FJzTZWlzp2OVzNFTkwXBpimjf9s8tMKYpdSpLyNR0CrbP/44Ip52z+tkRpceZSO/S+QoopZM/1VsdJQa7FZHJ5lb206AQFioamy0l4PAHU2Q53N4K4XUjVxMYowBJQsNgAoNJUYuTWKaf5QdJhbebGWVxdqKSXWWeDRLd3QgTGoBcXcftOA4C+b33aqdJdyLbRVLT6xEWXiVuDoyp8lIBnow+3frTq7ze/NHh54w4TMwe4FkJXAGOAfxEXyf+RfSzkCQQ1moJ/VS+Ypix//tfKQZ4oU3ddrqujyuBqz7BEBh6b2SY6K9Xvz7tFpGIC0+Ityd2UAAAlzSURBVEOoA0A6VFWwoWC3jUt9YjIvS+4VqQz1gs2RhmyWrT+f2Xu8plAiuV9c1hUpOSpBgT728Rl9+Q+nd9RY9L1jM8dnXuZaO5u+mFuVf9ZQ5ruDPEYZLm4/e/iuFS82HubguHcVN+jJ5OfpEeIgPJw1lRZUSmztnPeSnccQYofVMo5mR1qXv/PuVf+sIiMACBwzVXFLbvh3n+h0wCYbFwHsSI9vfO+D3OWOjZgCx2cH3vH0sDs9SrNx6d/bv3xz19f1aCYEkbPJyYNfmfDnrND4xqybetly/7pXC6xVDpKzEWSlLEzKHCY8+dzT64p3aUJCCqwVpVJdDTXUUoMV7I1TQUGCo6yf48cNYK2hhga0ZsQkh4aEpEYnzOw10bV/oSOi31i7b2vJkVlrXnp979d6srgiaVDDG1bnbZE57xQWE6nWAqCV2749+vPjG99Zkr9JdlF+hLCzLFdvbsjSpUSqQjnAidqiuetf+zh3mZlJjqtxpOP6oq8OrlUKypxO2QKyk3UlM75/andtnnt5SQDUCdq3R/9lYuZgp7fFAcZ98+dN5Qe8hOb27Ks+mPD4X35686PDy9yxjVNFnpj9TShTNrKpBB130bUBX3Vq25/W/KuGGlz2iGd1SIIwrvpq6gvj0wc9/ctHrx74WkYZgHnG/AkJkzBy5W1vfntw3Tv7lugFmx/tQIgEE+IHzL/mkSfWvbW6aAd5rgmMYP7Q+/8y8AYEEgGg1mJYmruxzFTtKzRKEBXAlK5CfI2VRs2ydcGBVWoSp3YZHh8W3ZHPOjFz+7zNC97bt8Qo2J3z3ltMiBD1gvWBH+bfljP57f1LZOb0hMhrjBCKoe76pU+cMZZLgl8mHIkBEayr2Lt70X21dqPHFRCQoE9o2szeV2Ejyxau0m4vO5KnL3LX72qmSA/rlBASjQBJGl12ZMrp+hI7yADACIx28zObPpzde0p4iLYNkeIAe8qPrzm1rd5ilF31UNw1SKM+9PDgnUYANhnGbl/eV5n3Y/FuLgAEql3rerPAUvni9v8j/yezufgPgFPmMhDAc2uL90YVjlQp6b0uowJhbp/rH73sJp0q3PngDpat1mb88sAPEhICnNGXv3Po2+7RGVtv/0QNyAgJwQTSwHdvP8HLrojve13mCAQY0Cn78qQeQpvm/h3TF4/84r4K2dDeJ/QJHDSoakAreXKUfvhO52azwHtekQTOVKgwk6359PrZXSe9P+Ex92LUzh2jUUrtA4OmOe6wpfjIeweWIIAIyMiZqCwCc9SG7RuT9dDA612LVttqZ/mVzYt8RaZV3lMAfDxql4kcb8saf23PkbOW/bMWTe562atLCo6TU4eVmKt3Vh8NJA7I2bT0EfcMmXHH0mdKpIBHRkTJ6vsHXM+8S416DDvtLzv57bGf0iMTlVx0VOhvehRZSNREAdGp2uLOkYkM2maddSAjA3ywd/nXeT/RudQdwuYtrkZMGUGSSjdv2Kzbe00QgfWbtXDZ8U1v7Ps231zueQFCwstjerw4Ys7QpF5nDRV/Xv/m2uIdMnoUDmCE/aO73NJ97N29J4crQ1ZNf/X5LQt+LNxtJCu67elhAOMTBs4bMbtPTAZ6i4VPZJEDSCAX1JVlue1r4EAF9eVxYdGhrpJ1bWuPH609O3jhrAZmo3aznBSczep29bOjZndSRbgnwefWFd64+Mmj5qJGcBWcjYnv//l182JVYQ4nwAbyrcueX3p2c2NZM0ZwU+aVn0z6uwbFxjCLDHx31ckZS/5eaK8BcC7LI2J7rbnxjRD0e7SZz4lPPtEkd/Id2j7CTmQDmr3234vy1rpVQgUE6BKRHKuOdO3YbZooDsOLPDzTxnPAPN8nACCGLDYk8pbssdO7jfFNUieiesm8oWD318d+Omsoz4hInNnjqlFp/RrriDu6WmaqfX/f9/sqT1SZ9enhCVck9bml57gIhYaadlQ7199DVac/3L/sWN1Zuyz11XWeO2B6dlSyX/evQ+TzfHBwxcM/v+55WjrqmHbfrEVJ6shWn8/kE/NzO/28OTqHO5LaA+tTl94JitF1MPOsWZEVzy/0BJBXV/z0hvd9DqqnK1MHJKkjsTWHCQTJOPi3KIkYtrDJHINktBxeFWCLR6Sw8yv1pw1l96x9uZaZ3TQcAEA8C39s8M3YNgqOnNVq/dKB2OiBBXtant+aAYH5Rkco1n9Xzpvsy0Ar87ffv/LlEqp3S1tHAIjjoQunPjcwPhsDd7BVFlELC3mTSLf+rNkgPm/mO+Lvr2ocT7Ot9Mjdy/9Rh2aP+Uwkymze6DlXpvRz6csLOYNc/F0QbzyLGDnQydri7/N+eWv/khpm9iLfBcJH+t80u+81gnuJ5Evo/xbwXef3gAz06cFVj254q0GwkbfyRBVn9/S89vkrZokXTYw4CIvztx2wSUAyUaW5ftmJzf89vn5Hea7f6sc9w1JfHfngmPT+yg4cKjgf6ANZgdbmbRvTeZCGKQQA9D7Eyqk3vLhHDmAHeUvR4flbFm4pPWxkfkgoh3eZoYhZdfPr3SIvlq2KrUCfALaU5U7474PJ2rjRaQNn9BxzeXJvBTDRUSDWbRgcK6QMJAGdqC1cfnzz5jN7N5ceMjO7z5EsTR5iN03S/256tas24SJMSWkBfQIoaKiY8e3f9xhOOhJRRGJaUZ0aHp8YGqNVarSKEDUqCUACyShZGmzmCnNtoaGi2lxnx8YTrPzoLUbYIzx1UubQe/tNTQuLhwvp9N22Ql8Cftfyf/63YCNHDk3VZrGRVAnE6HoJu/s7jmMdHs6ZMW/kbA2KcBE3sRkHERH2lB3/Pn8TZ7zRfAF3xiuwlePzDgGgigvDkvpMzxo1LLl3D126iBd7gSSxOQeRoLC2PAxCbNxgRzo3xYAASKiWxGldRz054q6u4QkCuY6RoQvbl/rNmkcGKrPV/5q/b8H+lduKD1qYJDEKJqblODtGIWP3iLSbe40fmzW4Z1S6qvHIBgrm7N9LNo/LZpeI11iNpfqqk7WF+YayEmNVlaW+wW4xS1abbOcESkFQC0qNqNKpwxNCdSnauM6RSQnhMUnaGBVTwB8yGb9joO+XqGkcGDfqGuGSPLemBbvuOQaJyE+VdwbInFXCWh1n53BxlMNoK9lv2yYDMYKLVimdZ5vvIldT4vlGHy/mERAvyf7Fq3ku2TyX2iX0L6F/qV1C/xL6l9ol9C+hf6ldQv8S+pfaJfQvoX+ptVH7f2zA/k/CuUabAAAAAElFTkSuQmCC"/><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y2c ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2d w5 h9"><div class="t m0 x9 h8 y2e ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xa y2d w6 h9"><div class="t m0 xb ha y2f ff7 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y30 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y31 ff8 fs3 fc0 sc0 ls0 ws0">Declaração de Práticas de Certificaçã<span class="_ _7"></span>o da Autoridade Certificadora<span class="_ _7"></span> Raiz da ICP-Brasil <span class="ff9">–</span> <span class="lsb">DO</span>C-ICP-<span class="ls9">01</span> <span class="lsc">v.</span>6<span class="lsa">.0<span class="_ _7"></span></span> <span class="_ _d"></span> <span class="_ _e"> </span> <span class="_ _e"> </span> <span class="_ _e"> </span><span class="ffa ls9">12</span> </div><div class="t m0 x4 h4 y72 ff6 fs0 fc0 sc0 ls0 ws0">1.3.4<span class="ff5"> <span class="_ _11"> </span></span>Partes confiáveis </div><div class="t m0 x4 h8 y171 ff6 fs0 fc0 sc0 ls0 ws0">Considera-se <span class="_ _21"> </span>terceira <span class="_ _21"> </span>parte <span class="_ _21"> </span>a <span class="_ _2"> </span>parte <span class="_ _21"> </span>que <span class="_ _21"> </span>confia <span class="_ _21"> </span>no <span class="_ _21"> </span>teor, <span class="_ _21"> </span>validade <span class="_ _2"> </span>e  aplicabilidade <span class="_ _2"> </span>do <span class="_ _21"> </span>certificado </div><div class="t m0 x4 h8 y172 ff6 fs0 fc0 sc0 ls0 ws0">digital. </div><div class="t m0 x4 h4 y173 ff6 fs0 fc0 sc0 ls0 ws0">1.3.5<span class="ff5"> <span class="_ _11"> </span></span>Outros participantes </div><div class="t m0 x4 h8 y174 ff6 fs0 fc0 sc0 ls0 ws0">A <span class="_ _7"></span>Universidade <span class="_ _7"></span>Federal <span class="_ _7"></span>de <span class="_ _7"></span>Santa <span class="_ _c"></span>Catarina <span class="_ _7"></span>- <span class="_ _c"></span>UFSC <span class="_ _7"></span>é <span class="_ _7"></span>um <span class="_ _7"></span>participante <span class="_ _7"></span>prestando <span class="_ _c"></span>serviço <span class="_ _7"></span>de <span class="_ _7"></span>suporte <span class="_ _7"></span>à </div><div class="t m0 x4 h8 y175 ff6 fs0 fc0 sc0 ls0 ws0">AC  Raiz,  disponibiliza<span class="_ _0"></span>ndo  infraestrutura  física <span class="_ _21"> </span>e  lógica  (ambiente  de<span class="_ _0"></span>  contingência)  e  recurs<span class="_ _0"></span>os </div><div class="t m0 x4 h8 y176 ff6 fs0 fc0 sc0 ls0 ws0">humanos especializados. </div><div class="t m0 x4 h22 y4c ff7 fs0 fc0 sc0 ls0 ws0">1.4<span class="ff11"> <span class="_ _25"> </span></span>Usabilidade do certificado </div><div class="t m0 x4 h4 y177 ff6 fs0 fc0 sc0 ls0 ws0">1.4.1<span class="ff5"> <span class="_ _11"> </span></span>Uso apropriado do certificado </div><div class="t m0 x4 h8 y178 ff6 fs0 fc0 sc0 ls0 ws0">Os cer<span class="_ _7"></span>tificados emitidos <span class="_ _7"></span>pela <span class="_ _7"></span>AC <span class="_ _7"></span>Raiz <span class="_ _7"></span>têm <span class="_ _7"></span>como objet<span class="_ _7"></span>ivo <span class="_ _7"></span>único identificar <span class="_ _7"></span>a <span class="_ _7"></span>própr<span class="_ _7"></span>ia <span class="_ _7"></span>AC Raiz <span class="_ _7"></span>ou <span class="_ _7"></span>as<span class="_ _7"></span> </div><div class="t m0 x4 h8 y179 ff6 fs0 fc0 sc0 ls0 ws0">ACs de nível imediatamente subsequente ao seu e divulgar suas chaves públicas de forma segura. </div><div class="t m0 x4 h4 y17a ff6 fs0 fc0 sc0 ls0 ws0">1.4.2<span class="ff5"> <span class="_ _11"> </span></span>Uso proibitivo do certificado </div><div class="t m0 x4 h8 y17b ff6 fs0 fc0 sc0 ls0 ws0">Os <span class="_ _2"></span>certificados <span class="_ _b"></span>emitidos <span class="_ _2"> </span>pela <span class="_ _2"></span>AC <span class="_ _2"></span>Raiz <span class="_ _b"></span>não <span class="_ _2"> </span>podem <span class="_ _2"> </span>identificar <span class="_ _2"></span>ou <span class="_ _b"></span>verificar <span class="_ _2"> </span>qualquer <span class="_ _2"></span>entidade <span class="_ _b"></span>ou </div><div class="t m0 x4 h8 y17c ff6 fs0 fc0 sc0 ls0 ws0">assinatura além dos propósitos descritos nesta DPC. </div><div class="t m0 x4 h22 y17d ff7 fs0 fc0 sc0 ls0 ws0">1.5<span class="ff11"> <span class="_ _25"> </span></span>Política de Administração </div><div class="t m0 x4 h4 y17e ff6 fs0 fc0 sc0 ls0 ws0">1.5.1<span class="ff5"> <span class="_ _11"> </span></span>Organização administrati<span class="_ _0"></span>va do documento </div><div class="t m0 x4 h8 y17f ff6 fs0 fc0 sc0 ls0 ws0">Nome: Instituto Nacional de Tecnologia da Informação - ITI </div><div class="t m0 x4 h4 y180 ff6 fs0 fc0 sc0 ls0 ws0">1.5.2<span class="ff5"> <span class="_ _11"> </span></span>Contatos </div><div class="t m0 x4 h8 y181 ff6 fs0 fc0 sc0 ls0 ws0">Endereço: SCN, Quadra 2, Bloco E, CEP 70.712-905, Brasília-DF <span class="ff10">–</span> Brasil  </div><div class="t m0 x4 h8 y182 ff6 fs0 fc0 sc0 ls0 ws0">Telefone: (61) 3424-3853, 3424-3854, 3424-3856 </div><div class="t m0 x4 h8 y183 ff6 fs0 fc0 sc0 ls0 ws0">Fax: (61) 3424-3910 </div><div class="t m0 x4 h8 y184 ff6 fs0 fc0 sc0 ls0 ws0">Página web: http://www.iti.gov.br </div><div class="t m0 x4 h8 y185 ff6 fs0 fc0 sc0 ls0 ws0">E-mail: cgope@iti.gov.br </div><div class="t m0 x4 h4 y186 ff6 fs0 fc0 sc0 ls0 ws0">1.5.3<span class="ff5"> <span class="_ _11"> </span></span>Pessoa que determina a adequabilida<span class="_ _0"></span>de da DPC com a PC </div><div class="t m0 x4 h8 y187 ff6 fs0 fc0 sc0 ls0 ws0">Este documento consolida a DPC e PC da AC Raiz.  </div><div class="t m0 x4 h4 y188 ff6 fs0 fc0 sc0 ls0 ws0">1.5.4<span class="ff5"> <span class="_ _11"> </span></span>Procedimentos de aprovação da DPC </div><div class="t m0 x4 h4 y189 ff6 fs0 fc0 sc0 ls0 ws0">1.5.4.1<span class="ff5"> <span class="_ _8"></span><span class="ff6">Esta <span class="_ _b"></span>DPC <span class="_ _a"></span>é <span class="_ _a"></span>aprovada <span class="_ _a"></span>pelo <span class="_ _a"></span>CG <span class="_ _a"></span>ICP-Brasil, <span class="_ _a"></span>por <span class="_ _a"></span>meio <span class="_ _b"></span>de <span class="_ _a"></span>análise <span class="_ _a"></span>e <span class="_ _a"></span>voto <span class="_ _a"></span>dos <span class="_ _a"></span>seus <span class="_ _a"></span>membros </span></span></div><div class="t m0 x4 h8 y18a ff6 fs0 fc0 sc0 ls0 ws0">integrantes. </div><div class="t m0 x4 h4 y18b ff6 fs0 fc0 sc0 ls0 ws0">1.5.4.2<span class="ff5"> <span class="_ _8"></span><span class="ff6">Os proc<span class="_ _7"></span>edimentos de aprovação da DPC da AC<span class="_ _7"></span> Raiz são estabelecidos a cri<span class="_ _7"></span>tério do <span class="_ _7"></span>CG ICP-</span></span></div><div class="t m0 x4 h8 y18c ff6 fs0 fc0 sc0 ls0 ws0">Brasil. </div><div class="t m0 x4 h22 y18d ff7 fs0 fc0 sc0 ls0 ws0">1.6<span class="ff11"> <span class="_ _25"> </span></span>Definições e Acrônimos </div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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GPXv7rJIwAAYnqrOnL1pgX3tUdnv6bNG/8wuJpcqavUTho1fvLwsQ1R6d3Ku++huXdmyC4hRzXla+bf2R3lxuckReQZwyfuNWZainhkzcK5zUvygJNW5PTMKQcOq9T6+AIA7Dox3fNES7vXHv2NN8wvVz2pp0h1UYyuH3HQhD1PmXHUc6YdesRue9Wkyq51znNEtET3jC+dvibaNvlzRM7vOejlnzvp3Bxx3rUX/Oct3x/4+Pqy5u63/nj3xvHmjQAAPL225QWIKUdOOSJyijI9qYcXuT2qi7vWLF54yxULb6mrFp8/4d3/eOgZ6SnPBtmhvsD0/E9Z5DIP6OwUZerdizFSGvQ05hQRZmADADz9tuk6009txYqc+jVlRER0VsoPXvutb99xScfA7NwF5BQDY3pDcCezrAEA/p5iesgVOfQ1P9aWre+58vO/fuTaXTAsUx7wntLArAYAYIf1t95OPOWoKSv9kjHnIpcbDUtvWt4dleoPb7/szNnPqexCPV2JdNjw2evKjk2uyixyzKyfEMakAQDE9MAyPnTs7AtO/VClr52ruVzT1bKgefl3777kysW3DfKASJHir4/f0VJtH1VpHOwO/ZbG67cwX+77Td960jlHShtWz0t508Xq+v419/5fShEbrQ+90f377cOSe4+z3zeE1PvSOTazwnRD1Fzxpi8NOvxcCGkAADE9mDSspuHACbvXbFqxccikvY648I0dNeVgD4rO6O6sdkWlsYzcUu0Y5LK8HCMq9UVKOWJFd8tN8+69ef59ZY6poyecuMfhs5omFX0bKJaRW8rOFZ3NDy157JEV81e2Nrd0tJa5rK1UhtcPG15XP3nE+N3HT9t99JTRlWGV6L8q30avmlLqma2yomvdA8sfW7B2ybxVS9a0t3RVqzWVmvpK3bTREw7cbfbuY6eM6XmeAdZVOwcdj6+PSmNRa5oHAICYHtTGm27nFClPHzWxNlc6YrCYzrmxrG2sbYjIy1rXnPztt7fWVVPv43r+mSpluuyNX9yzadLVC+9+068+Pr9rZXeRIyLlmHD1iNfsd8q/HXP22MYR89pWfvW6n/7moWsWNS9vq+muFjFwcnLKqa5a7NYw5pQ9n3nGPiecNPOwuqgMuBowd+Tyysdu+/UDV/324b8u7lzdXeSelUz6v8v6amVszYjXHPz8Dzzn7LGVYf0f3xbdx337LevK9hiw18wbD3zBR457k9FpAAAxvWkWr0/W3qhOKaecIha1rOjuKekBa1jUlJXXHv6CYVEbkbpz+XjXyrVF5yZPXFtNbbn7kjk3vP2K8xeUy6OS1r/O4nLtJY9eu/fEWd+/57I7lj68LjojRdQPdmw9kzFSbiuqc6rLv/nAJd+5/9JjdzvwI8980/EzDqmJome5kq5cveThv372pv+9Ydn9Zco5be4s5rba6oJY/dk7f3LBPZece9jL/u2Zr2soeu6aysiPdS0fsM50RMSKaovPJQDATuFvu5pH6lnIo3eCRE5RRu6KvKy79bxrvtNRW12f2et/SDmeO/HQjxz/D8UWl1XOEZcvuuU1//fRBR3LN4nxmiiO3/fo9/3pS39ddu+61LnZCckDnz9FtchXL73r9F994Is3X1T2TZG+6P6rXnnpR/+64r5qpcxp0/kqfT9s+E6QU6woWz5x8/c/ee2FXXYVBwDYhfwNR6ZzREp3rXr0OT95R+qb6FEtyzUd65a1rlpdXbfpBOIcNWV62R7Hf+mUfxlVadjyc3cX+WN//FprpbN3WZB+VwyOHz7653df0RKdgz6wIWonDxs7vKYxRSxtX7WifW33gBXr2ipdH7/uuyfOPPyIiXu15q7P3PijrkruzeS+bq4rK2fMPu6AcbPKnOeuWXz7sgfvWjWn3FDVuUzxhVt/NnnkhLcfcrpLDAEAxPQTlCIimrvbblh23+Z+u+GwcnHSpEPfcsRLX7LnsbWpGMqTr+tq71u9o3cSSU6pyHlM7Yj7W1dumPScN4x5Hz5yjwte8rF9x0xPkSJyV+TfzbnhDZecN7C816XO3z96wxETZ9+y+MF7Vs/ZMKCfI1IUZXrrQad/4aR3F70rhqSOqL7sl/9+2YIbU+8Lpxyxruj8+FXffunex09uHO2TBwAgpreXaSMnvezgUw7dbe9isGXpNtPTKSKKHLPrJx8z4+BhNfXXPH7HgpWLjxq/T8u6tSvam6tRlinKVJYpcsT42pE/OetTew6f1FfjqTbHi3d/5gHj9rxhxX2blHrO8ejaRTliYfPS6qbfAVIRMayuISJ6lsBLEQ1ReetBL2mqNG447JwjopLTqubVYhoAQExvD73RPLd50T9e8en6qDlh2uFvO/glz939yKZK3VZ6OkeK+JeDX3necec0FLUpoitX17atG9XY1F1W26udq9taWjvbVnW2rG5vXtfVNrquaY/hE1PknCNSdJTV+c3LHlz5eEfZNchBRSxpXVlGjGscVYlN1hzJ3UV8+daLHluz5PCJe00ZPn7y8HGjG5oOnbz3c/c8sr6oLfqiu+fdFT50AABi+kkr8oBSTYPsnl2maIvu3y648Yp5N504/tBfvOrTIyr1W3reFBNz03uf+ZphRV1PutanmgnDRkXkukplWKVubF1T9G7sEj3raZQRizvW3DT/ntsXPnTZo3+9Y+XDXZVcpsGXeO4qu1PEM6cfNLlh7OOdK/qNlaeIaEtdP330yp8+emXKkSKliLpqMblx3L5jZ5x9yItetPexw6ImCWkAADH9VExpHHfW7BPXX4GXc17X3b5s3aqbF967oHtVHmxSR3eRr1x+++UPX//yfY7fYqOno6fsP75h5Jang1RTrKyue3T5gqvn3HLVvFvvWPzQsnJtNeUy5b6TMfgT9CT28Kg9fvrhP3jk97GZ1UVy6l3/r62m+mjX0jlLlv7ht7c848b9PnvKPx01aW8XHgIAiOknb1bTbuef8I6afkvy5ZwjxZqu1p/f96f/uuH7j7UtHdip1SJ/965LztjnuOjdJ3wQlTLO3PekSgyyS3g1yhsW3nv5nBsfXPX4nSseeWzV4o7U3btEdEQUfcPjsaW52anvnx879s1rOlp+N+/GzlTd/B03vHpnka9Zde8Lf/neDx39xjcf8sKRNQ0+dgAAYvrJSNE7C2LDLSlFxJja4ecc/MLOsvs9V39hsF0Q4+al963sWhfRu9jzQI259pCpew/8bXvZ9e9Xfv0b9/66Y337VtaHbu+di4iaajGjccIx0w6+a83c21Y8tIW3sOeoyb986Se/fccln7j6u8uqzd1FOWBX8LxRVaeIiOXdze/7y1fuXPTgN1/4/tpU8ckDABDT21KO6Ore7K4ma7ta17S3DCvq8mYeXp9rxjWNGficn7ruB1++5//KTWZqR045jalpOnH64c/Ybf+ZI3c7cMLuu4+eUlvUvOo3H9tyTEdEJdLbDnnxq/Y/ecHaZXcve+Sh1fOXtq6e27zosTWL57Usbelqq6ayTLHJQHe1yD9++Iq3Lz7j6Mn7+eQBAIjpbaaMfN2S+86//oflZi7SS5GKlHJsdiPE2rIyvHbTGRTrouvCu387oKQjIh0yeo/LXvWFSXUj+m2hkrsjVrU3D+F4U0QeXds4etzMA8bNXB/u1Shby677l8+9b/ncH911+ZWLb6v2e+kU0VmUdy+bI6YBAMT0k4rmFB1R7e6Z7hHRs/zyumr7bx/867/+4ctLY+0g3ZojpxhRM2xkw/DOjs7NjUxXUlEM2B19fvOyZe1rokgxYKb1S/Y6bre6Ta5WTO25c+6aRZs7+Jau9vuWPtaRu6tRllF2R7XMuVpWc1kePGHPGU0TKzmNLOqPmrj3URP3OWOf41950YeuWHLr+uVBcuSIYpCl9wAAENNbkyPi5mX37/GNM/uFbe6uVturXZ3RXe2Jzo3nG0dETjkiDp+495ia4Us6Op/QghhL16zoiu7IeeDUka5qd/T8IueUUleu3rj4gS/f8vPHWpds7hrE7pQ/8IcvXbvqvk3W8ksRh4za85cv/9SMpgkRuWfe9vCi7uhpB/xx8a1lWv/2U4o8adgYHzsAADH9RBURuStXl3at3biw0/r9vXMaOGG6Z1/D9Lr9T62JJ7yy3G6jx9dFTXfqGrhOx9fv+NX0UZOeP/uYmlQsaV359Rt/8f0HftdVlBs2Ht9YGTGipuGdx7zyL5ed13/yRs8T39r88Ksv/uj5z3vPPmOn1xSVlq72C2+/9DM3/ai7kvu/kdFlw1FT9/exAwAQ00/UoBM0NmTrYGtipJ6B6dm1k06b/awn8ZLTmyZOGTbu4fZFA/t4Vbnu3Cs/N+aPXy9S0dLd1lZbzcX6QxpkWkh3tTtFOmX2MybXj5nftXKTd5Ajrltx38k/PHfK8HG1lZrVrc3Ly+a+ku6t85oynbXvyZOHj/WxAwDYNeyYe/Ll9QE6sXbkR494wx/P/sq4+qYn8UQNUTn3iLNqy2LQkq8WeXmldWnR0lpXzSlHjoayctykg/v2XdnI0nUrq1GOTA3vO/o1gz5hTtFW2/1I55L72xYsTms3GZMeWTR+4plv+e+Tz61kO7cAAOwiana4I8qRIlVyGpXrD9ttn8+c/O5Dx++ZNjOsvVUp4p2HvbQ21fzbNV9rjo7N3SciKmVxzLj9PnriW2c0TTr0u69vre3e5G4Pr11414o5R46b/c7DzhzdMPJfr/zy8tyct7DLS8+T5xyRxubGr5zy/lfsc2LxZN8IAAB/FzHdmGpfu/8pq8u2J/SoulQ7oraxqb5xXMPI8Y2jp42YuMfYqaNqh1VSSv2Sd3hN/TkHv7CtMsjWg2PKhvoYuAFi1KTi7YedfvTU/S95+NpH1ix4ZPWCFe1rOsuuFKmxUjdh2JjdR02eOWK346Ydeuz0g+pSTRn5f0541x2rHhnY3PfMf+iQcXvUpuLs/Z93/PRDrn789jlrFj24et6Cdcub21tbulvbq51lWRaVoi7VjKprmjJiwvSmCc+afODz9jhqQsOoot8bqY3izQe8oC0PsrLHsZMP6vlWcdTEfd62/+mD/M1yMaKm0WcXAOBpl3LelkOlOeeUUmxtvHbg4/p15tbumJ7o73Lk1HNZYY4oI5eRc0Q154iojVSTik0PpfddDPGlcxlRRuTY6FQWkSrxRM7FRkuOpCd5DgAA2GljOvetzfEEei8PLNfct7zcxuXYs3Je2soz55yj/xNuEsfrX279vOz0BLJ1/cna8AJ50PLe6O1tsgV63lwx9/Z+bGFrmqG9KAAAO2FMD+zF3gKtRl7duW5Jy4pHVi2Yu3bxwpbly9pXr+tub+3q6Kx25cj1Re3w2oZhNQ0Th42Z1jRhj1GT9xo3Y+LwMU01DalnfDdH6rdoXc45pd4e7f/z5jp+4K1lzhFRpLS1it5s+24pcDf+DpA2f2DrH5g3/p6w6ZeITRYY2ep3CgAAdtqY7o3BauQVnS03Lrznu7de/Od5t7fkju6i7FvNIqeeqw0HHlNE5KirVsbWNp25zwlvOfLMvUdPbUg1W05SAADYFWK6jPzw6gWXPXL97+Zef8Pie5u7W6upb1OWoU0fXn94KUddrkwePu65M4588e7HnDDr8JG1w9Q0AAC7Skz3GywuIz/csvjbN/3qm3de3Fx0bPmlex7cu/HhEBQ5Dh4x6/PPf++zJh9Qv4OukA0AgJh+UkFdRlz88F/e8dvPLM1ryzToi8VT2bGkZ/rH8LL2RXs8+7PPe9fURlsJAgCwS8T0vJblH7ryG7947JrW6Fyf1wOTuyan4ZWGKU3jJw0fN6KucUTdsPpKXUTqqnY1d7Wu7Wxd2Lx0Qcvy1rKj3PxCGynHnk2T33rgS07f+zl7jZ5SmEUNAMDOHNNRjfzD+/7w1t9/urOobrr0RERtmabWjXv2tENefsDJz5lxyIiahkqktPEKcDkiR+6OvLxjzeUP3fD9Oy+9fdlDa1N7uZlVOlLEiGrd9170sTNmH6umAQDYiWM6Ijojn37R+y9fdGO/lE41ZTGxGPn+Y173hkNf1FSp79nHZDPD1htuKzjkPWkAACAASURBVCN3RZ7bvPi/r77wxw9e0VEpc8+6eLn/GsxlRDGrfsL/nXX+QaNnFtZdBgBg543piLhnxWOv/s1H71n7WI6Y1jDhNfuefNY+J+47YdawojZiSLXbf7XmHLmM/PjapTcuuu+H917++3k3daay/5h3isg5j0qN/3HsW//xsDNqk6sSAQDYaWM6RyzsWPX6n31k1rhpnz/1n0ZWGrbVcHF3lH9ecOdbLvuvOe1LIoqezbd7r2hMUVtNHzj8df/+7Dc09i5HDQAAO11M5xwpNXe21lVq6ys1sfHO3k+91OesXfzV237xqwf/PLdt6SYLg9SU6ZhJB3zz1A/sO2a6vysAADtfTG+Y+Lw9dypcWW09/Sfvu3blvZsstpciP2+3I39z1vl1VqEGAGD729bRmQb8sB2MrQw7/7nvGpMbIqf+q4bkiD8tvO1H917RHdmfFgCA7a1y3nnn7YSHnac2jT997+PLrupdyx+pRrU33nMqi/KPj964tm3dsdMPqS2KHNb4AABge9nW0zz+tsrI77zic9+8/zc972H9knw1Zfr+KR9+9X7P3XgpPQAA2JaKnfzo07lHvHxkd33Pv67/WtBd5J8/+Kfqdp24vf3krfw7AAA7iJ17ZDoiysjXLrznNZd8bH7Hiv63N0TNp497xxHj9toZezpF1FVqZo+bPqZueOTIKdLO+b0AAEBM7wT+5+af/Otfv9FvYY8cEalnOeqd8a8SKeU4aOTMX7/6f6Y1jIt+G9kAALALx/Qma+PlfjOZt0sO9rzA8vbmM3/xb9euuLdM5a4zhJtj94aJF7zgQ8dPPURLAwD8PcR0TwTm7lzWpEpfAeYcqRq5st0uBswRc9uWn3TB2+eWyyN2qSkRu9dP+NPrvz6jcXzaeK91AACedtv4AsSc88KONd+7+/fvvOT87ihzb+mmrqi+7aef+NR1P1jUvnq7fCeImNE47m1HnlmUsYtNLn6sfdlrf/bhee0rc0RKyeWIAAA7jpptktARqcw5R75r6ZzfPPiX/7njp7NG7rZ+vkWKKCOuW3rf95Zc+cCKxz/67HNmjZpU2dYjrEXEO4982YMrH/v5Q1e1l505bWjq/rNMNllEb5Mi7//bzf1zk4cPfKqBLzTofJdBjyRFlJHLot+JTfHXNfcf9/23XXDah06cfmhPThudBgDYEWybaR7VXC5oXVVGrkRUI4794VsmNI65/uzv1EfqWYiiPapHfPl198ei/3jmP7x+/+dXchpZP2xEbUPk2LbzFqqRF7SunN+yrL27Yyf9k/xhzo2fufl/q0XeZL7KzLrxf3r912cNm6CkAQB2nZguI3/quh/+xw0XVFPuGWfNKZpqG5+124GnTXvGu456+Xdv/81Fj1791/l3tkZHypEiIqeZjRM++Kw3vuGg51fStplq0rOC3PoA3TmnF+eI1Fbt/NYdv/7CzT+d276s/xB0yjGjfsK7Dn/5Ow5/aWOlzmcXAOBptw1CtqusTmkc9/Fnv21UzfAyRc/6dC1dbVfMu+m2lQ/niPtWz/vDvJtaoyMicooyxZj6Ee9+xqu7u7rWdbZts68FGyaVRETsnBfqpYhorNS9+/CXX332N3dvmNh/DkiO/Fjn8g9c942v3vqLHNncaQCAXSGma4rK2Yee9toDTqlLNRvFX4oycjnYFXNNtY1vPfT0c444val+mL/BJnqG1qc1jPmno15V6Z09vWHSdTXlL97680fWLbUzIgDA0+6pTvOY37L8tRefV63krly9c8XDnWV3/9+OrhsxfdiERW0rl7ev7rejSjQUtYeO36uINLNp0vde9OHaXLikbpOizpE6ql3fvvM3513/3ZXd63rTOUekFDmm14//7cs/e8C4Wc4UAMDT6Kmu5rGseVV7Z3vPfoMHNc3KkSOlea3LlnWtiYjVnc2rO5sjNkzCmNE4cXztiBSpu70zIua1LmwpO8YUjZFz7DQTMzaszzGEmdlbWXsj98yL6Vt8JEek3mSOhkrtuYedGTn++Zov986f6ZvJMq9z+c8fvOqAZ73RJxgAYCeO6UMmz77qTd9MkXNEipQjVyN/8/pfXvr4dYPe/z1HvuLUPY7OG+o66nqmmuwcIZ0jUl8dp+ibmT1YL+fYeA735vSsdrJxkKf+P5198GkXPfCnvyy7a+P/D0Je2r7KxxcAYOeO6eiddp36yjGlSMfMOHjamMFXcNtv7Mw0+GDuTlDTOUekfNfyuVfOvbmz7D54/B7PmHbg6LrhsXFQ54jI0Vbt+NNjtz6wcl53rh42cfZzph9aX6nd5E1WIz+2dsnvH71hZfvagybsccoez+ibd77hjvcun/N48+JywMGMrxvp4wsAsHPH9PWP3/2m33yyZ65C336HsbxsXptbB4nRFBNj5Miicf0tdd3F7972tWkNY3bYPcD7H1ZXypfPufHNl/7n8twSEZUy7VE/8aJX/PfBY2dF2rAYX4roSvn9V33tG/f+uppyzz0/euQbPnzsG/u/w7ay+7+v/9EXb/rJmtSWU9SUxYumHf2ZU/9p9vBJ68e711Tb33H5Z+d2LF8/ft1zkuuqlRfucayPLwDA06ty3nnnPZXHd+bq5Qtuahw2bG7H0kXdq1fmdavyuo7oWj9QXZsrkSL3zQNeFx0r87p1qWP38dOGDxs2Y+zksw88rSatX7Nih9O3W2H+68J7zvntpz5/60/W5vbe+c0pVpbrLnvo2mpZ7jZi/OiGpojUUXb+7L4/vf+qr1w05+pq6t0FMqe4cfG9a9vWzR43fXT98DLiwVXzz73ic9++9+K2orvn2cqUH1g7/8d3/q6uUnfobvtUUvHw6oVn/epDN696qGdGyfo5JuMqTV8+8Z9P2+PoIrlsEwDgaW3FbbJpSxnxvJ/+09VL7uh3c45Ir9/n+d849f3//Mcvfuvui/un8sT60Q++5afDi7qe4E7rW3uH1BnlpY9c9w+//a+VeV1EDLxWMuUYUdb/+IxPnDLrqA//+VufveMn1VSNKFLv1YW9JyTlNDWNvuR1X/zZnZd/5baL1lY6B7xUTjmlHKdOOuL8F//LBy7/0mXzb8j9d0VPUeQ4/5h3/PORr7CtOADA024bzJle1d78i3uvWty6YpNMj4i6qKmNoq6o6bulZzpxtFU7Lrjj0oZcc8Zez540YuyGqxF3PG1l13nXXPC12y5qqXT1TrLYtPpzTmltpeOdvz//dYe+6Mu3X1Qtcs9M8rxJcqdYEKtf9osPPNaypLtSDpbCKReRc1y+9Nabv/+Pq7paNnqGFCnHwcNnnn3Q80U0AMAuEtMj65uuX3zPQ2vnb6jLFA1F7awRu00eNjZFTG0ct8/o6Y+uWdgV1YgocrR0tX3k6m++5aDTRw5r2oZvpoy4ZckDv33kujXtLdWI1G/NkA0LcPTc2H+b7t7rIVOsv3+/O9+27KE/LLi5rMSAWd2brtcxt33ZJ6//f7kYdMC4b5PziEfaFkclNrpcMW1y9WKUKS/rXrvJ09RH5dyDX/beZ7xqXP3I/q8LAMDTZRtM84iIVZ0tP7rj990pp4jH1i75yl0/22/s7n99/XcaIhU55RSt0X3kV1//YLn4OZMOeekex6WII3bb51lT96+kYhu+mfvXLjj+h/+4tNq8vXcHrJTRmOrXpY4cqf9rpQEvnHr2Wklps4eUcqUs6lNtW+7MW8zjt+z9wq+f+r6KhgYA2GHUbJNnGVPX9M6jzuwJxmsX3PO1Oy5KETWRipxSpBRRE0WRIyIdMn72u498Wd/1e9tSZ1Q/c833Bw7oDkHut1/3oLnbe/lf7ykr0+tmn/KSA44/5+L/XJVa+89p3uQt1ZbpRTOOXdi24sYV922u7lNZnDnruLc+86w3/OIjC7s3u3T0mGrDO454mY0iAQB2wZiO3hrNty9++Gf3/3HW6Cl1ZU3ERgtK11YrUxrHRM6PrFqw5+gpRWybSw57Qrca8Y1bf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class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y2c ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2d w5 h9"><div class="t m0 x9 h8 y2e ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xa y2d w6 h9"><div class="t m0 xb ha y2f ff7 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y30 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y31 ff8 fs3 fc0 sc0 ls0 ws0">Declaração de Práticas de Certificaçã<span class="_ _7"></span>o da Autoridade Certificadora<span class="_ _7"></span> Raiz da ICP-Brasil <span class="ff9">–</span> <span class="lsb">DO</span>C-ICP-<span class="ls9">01</span> <span class="lsc">v.</span>6<span class="lsa">.0<span class="_ _7"></span></span> <span class="_ _d"></span> <span class="_ _e"> </span> <span class="_ _e"> </span> <span class="_ _e"> </span><span class="ffa ls9">13</span> </div></div><div class="c x4 y18f wc h24"><div class="t m0 x1 h8 y106 ff6 fs0 fc0 sc0 ls0 ws0">SIGLA </div></div><div class="c x2d y18f wd h24"><div class="t m0 x1 h8 y106 ff6 fs0 fc0 sc0 ls0 ws0">DESCRIÇÃO </div></div><div class="c x4 y190 wc h25"><div class="t m0 x1 h8 y106 ff6 fs0 fc0 sc0 ls2 ws0">AC <span class="ls0"> </span></div></div><div class="c x2d y190 wd h25"><div class="t m0 x1 h8 y106 ff6 fs0 fc0 sc0 ls0 ws0">Autoridade Certificadora  </div></div><div class="c x4 y191 wc h25"><div class="t m0 x1 h8 y106 ff6 fs0 fc0 sc0 ls0 ws0">AC Raiz </div></div><div class="c x2d y191 wd h25"><div class="t m0 x1 h8 y106 ff6 fs0 fc0 sc0 ls0 ws0">Autoridade Certificadora Raiz da ICP-Brasil </div></div><div class="c x4 y192 wc h25"><div class="t m0 x1 h8 y106 ff6 fs0 fc0 sc0 ls2 ws0">ACT<span class="ls0"> </span></div></div><div class="c x2d y192 wd h25"><div class="t m0 x1 h8 y106 ff6 fs0 fc0 sc0 ls0 ws0">Autoridade de Carimbo do Tempo </div></div><div class="c x4 y193 wc h25"><div class="t m0 x1 h8 y106 ff6 fs0 fc0 sc0 ls2 ws0">AR<span class="ls0"> </span></div></div><div class="c x2d y193 wd h25"><div class="t m0 x1 h8 y106 ff6 fs0 fc0 sc0 ls0 ws0">Autoridade de Registro </div></div><div class="c x4 y194 wc h11"><div class="t m0 x1 h8 y105 ff6 fs0 fc0 sc0 ls2 ws0">CG<span class="ls0"> <span class="_ _1f"> </span>ICP-</span></div><div class="t m0 x1 h8 y106 ff6 fs0 fc0 sc0 ls0 ws0">BRASIL </div></div><div class="c x2d y194 wd h11"><div class="t m0 x1 h8 y105 ff10 fs0 fc0 sc0 ls0 ws0">Comitê Gestor da Infraestrutura de Chaves Públicas Brasileira<span class="ff6">  </span></div></div><div class="c x4 y195 wc h25"><div class="t m0 x1 h8 y106 ff6 fs0 fc0 sc0 ls2 ws0">DN<span class="ls0"> </span></div></div><div class="c x2d y195 wd h25"><div class="t m0 x1 h8 y106 ff8 fs0 fc0 sc0 ls0 ws0">Distinguished Name </div></div><div class="c x4 y196 wc h25"><div class="t m0 x1 h8 y106 ff6 fs0 fc0 sc0 ls2 ws0">DOU<span class="ls0"> </span></div></div><div class="c x2d y196 wd h25"><div class="t m0 x1 h8 y106 ff6 fs0 fc0 sc0 ls0 ws0">Diário Oficial da União </div></div><div class="c x4 y197 wc h25"><div class="t m0 x1 h8 y106 ff6 fs0 fc0 sc0 ls0 ws0">DPC </div></div><div class="c x2d y197 wd h25"><div class="t m0 x1 h8 y106 ff6 fs0 fc0 sc0 ls0 ws0">Declaração de Práticas de Certificação  </div></div><div class="c x4 y198 wc h24"><div class="t m0 x1 h8 y106 ff6 fs0 fc0 sc0 ls0 ws0">DPCT </div></div><div class="c x2d y198 wd h24"><div class="t m0 x1 h8 y106 ff6 fs0 fc0 sc0 ls0 ws0">Declaração de Práticas de Carimbo do Tempo  </div></div><div class="c x4 y199 wc h25"><div class="t m0 x1 h8 y106 ff6 fs0 fc0 sc0 ls0 ws0">DPPSC </div></div><div class="c x2d y199 wd h25"><div class="t m0 x1 h8 y106 ff6 fs0 fc0 sc0 ls0 ws0">Declaração de Práticas de Prestador de Serviço de Confiança </div></div><div class="c x4 y5c wc h25"><div class="t m0 x1 h8 y106 ff6 fs0 fc0 sc0 ls0 ws0">EAT </div></div><div class="c x2d y5c wd h25"><div class="t m0 x1 h8 y106 ff6 fs0 fc0 sc0 ls0 ws0">Entidade de Auditoria do Tempo </div></div><div class="c x4 y19a wc h25"><div class="t m0 x1 h8 y106 ff6 fs0 fc0 sc0 ls0 ws0">ICP-Brasil </div></div><div class="c x2d y19a wd h25"><div class="t m0 x1 h8 y106 ff6 fs0 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x4 yc7 wc h25"><div class="t m0 x1 h8 y106 ff6 fs0 fc0 sc0 ls0 ws0">IEC </div></div><div class="c x2d yc7 wd h25"><div class="t m0 x1 h8 y106 ff8 fs0 fc0 sc0 ls0 ws0">International Electrotechnical Commission </div></div><div class="c x4 y19b wc h25"><div class="t m0 x1 h8 y106 ff6 fs0 fc0 sc0 ls0 ws0">ISO </div></div><div class="c x2d y19b wd h25"><div class="t m0 x1 h8 y106 ff8 fs0 fc0 sc0 ls0 ws0">International Organization for Standardization </div></div><div class="c x4 y19c wc h25"><div class="t m0 x1 h8 y106 ff6 fs0 fc0 sc0 ls0 ws0">ITI </div></div><div class="c x2d y19c wd h25"><div class="t m0 x1 h8 y106 ff6 fs0 fc0 sc0 ls0 ws0">Instituto Nacional de Tecnologia da Informação </div></div><div class="c x4 y19d wc h25"><div class="t m0 x1 h8 y106 ff6 fs0 fc0 sc0 ls0 ws0">ITU </div></div><div class="c x2d y19d wd h25"><div class="t m0 x1 h8 y106 ff8 fs0 fc0 sc0 ls0 ws0">International Telecommunications Union </div></div><div class="c x4 y19e wc h25"><div class="t m0 x1 h8 y106 ff6 fs0 fc0 sc0 ls0 ws0">LCR </div></div><div class="c x2d y19e wd h25"><div class="t m0 x1 h8 y106 ff6 fs0 fc0 sc0 ls0 ws0">Lista de Certificados Revogados </div></div><div class="c x4 y19f wc h25"><div class="t m0 x1 h8 y106 ff6 fs0 fc0 sc0 ls0 ws0">OID </div></div><div class="c x2d y19f wd h25"><div class="t m0 x1 h8 y106 ff8 fs0 fc0 sc0 ls0 ws0">Object Identifier </div></div><div class="c x4 y1a0 wc h24"><div class="t m0 x1 h8 y106 ff6 fs0 fc0 sc0 ls6 ws0">PC<span class="ls0"> </span></div></div><div class="c x2d y1a0 wd h24"><div class="t m0 x1 h8 y106 ff6 fs0 fc0 sc0 ls0 ws0">Política de Certificado </div></div><div class="c x4 y1a1 wc h25"><div class="t m0 x1 h8 y106 ff6 fs0 fc0 sc0 ls0 ws0">PCT </div></div><div class="c x2d y1a1 wd h25"><div class="t m0 x1 h8 y106 ff6 fs0 fc0 sc0 ls0 ws0">Política de Carimbo do Tempo  </div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y2c ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2d w5 h9"><div class="t m0 x9 h8 y2e ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xa y2d w6 h9"><div class="t m0 xb ha y2f ff7 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y30 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y31 ff8 fs3 fc0 sc0 ls0 ws0">Declaração de Práticas de Certificaçã<span class="_ _7"></span>o da Autoridade Certificadora<span class="_ _7"></span> Raiz da ICP-Brasil <span class="ff9">–</span> <span class="lsb">DO</span>C-ICP-<span class="ls9">01</span> <span class="lsc">v.</span>6<span class="lsa">.0<span class="_ _7"></span></span> <span class="_ _d"></span> <span class="_ _e"> </span> <span class="_ _e"> </span> <span class="_ _e"> </span><span class="ffa ls9">14</span> </div></div><div class="c x4 y1a3 wc h24"><div class="t m0 x1 h8 y106 ff6 fs0 fc0 sc0 ls0 ws0">PCN </div></div><div class="c x2d y1a3 wd h24"><div class="t m0 x1 h8 y106 ff6 fs0 fc0 sc0 ls0 ws0">Plano de Continuidade de Negócio </div></div><div class="c x4 y1a4 wc h25"><div class="t m0 x1 h8 y106 ff6 fs0 fc0 sc0 ls6 ws0">PS<span class="ls0"> </span></div></div><div class="c x2d y1a4 wd h25"><div class="t m0 x1 h8 y106 ff6 fs0 fc0 sc0 ls0 ws0">Política de Segurança </div></div><div class="c x4 y1a5 wc h25"><div class="t m0 x1 h8 y106 ff6 fs0 fc0 sc0 ls6 ws0">PSC<span class="ls0"> </span></div></div><div class="c x2d y1a5 wd h25"><div class="t m0 x1 h8 y106 ff6 fs0 fc0 sc0 ls0 ws0">Prestadores de Serviço de Confiança </div></div><div class="c x4 y1a6 wc h25"><div class="t m0 x1 h8 y106 ff6 fs0 fc0 sc0 ls6 ws0">PSS<span class="ls0"> </span></div></div><div class="c x2d y1a6 wd h25"><div class="t m0 x1 h8 y106 ff6 fs0 fc0 sc0 ls0 ws0">Prestadores de Serviço de Suporte </div></div><div class="c x4 y1a7 wc h25"><div class="t m0 x1 h8 y106 ff6 fs0 fc0 sc0 ls0 ws0">RFC </div></div><div class="c x2d y1a7 wd h25"><div class="t m0 x1 h8 y106 ff8 fs0 fc0 sc0 ls0 ws0">Request For Comments  </div></div><div class="c x4 y1a8 wc h25"><div class="t m0 x1 h8 y106 ff6 fs0 fc0 sc0 ls0 ws0">UTC  </div></div><div class="c x2d y1a8 wd h25"><div class="t m0 x1 h8 y106 ff8 fs0 fc0 sc0 ls0 ws0">Coordinated Universal Time </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y1a9 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h21 y1aa ff7 fs1 fc0 sc0 ls0 ws0">2<span class="ff11"> <span class="_ _22"> </span></span>RESPONSABILIDADES DE PUBLICAÇÃO E REPOSITÓRIO<span class="_ _7"></span> </div><div class="t m0 x4 h8 y1ab ff6 fs0 fc0 sc0 ls0 ws0">São <span class="_ _b"></span>dispo<span class="_ _7"></span>nibilizados <span class="_ _b"></span>no <span class="_ _2"></span>repositório <span class="_ _2"></span>da <span class="_ _b"></span>AC <span class="_ _2"></span>Raiz, <span class="_ _2"></span>logo <span class="_ _b"></span>após <span class="_ _2"></span>sua <span class="_ _2"> </span>emissão, <span class="_ _2"></span>os <span class="_ _b"></span>certificados <span class="_ _2"> </span>por <span class="_ _2"></span>ela </div><div class="t m0 x4 h8 y1ac ff6 fs0 fc0 sc0 ls0 ws0">emitidos e sua LCR.  </div><div class="t m0 x4 h22 y1ad ff7 fs0 fc0 sc0 ls0 ws0">2.1<span class="ff11"> <span class="_ _25"> </span></span>Repositórios </div><div class="t m0 x4 h8 y1ae ff6 fs0 fc0 sc0 ls0 ws0">O <span class="_ _7"></span>rep<span class="_ _7"></span>ositório <span class="_ _7"></span>da <span class="_ _6"></span>AC <span class="_ _c"></span>Raiz <span class="_ _c"></span>está <span class="_ _c"></span>disponível <span class="_ _c"></span>para <span class="_ _c"></span>consulta <span class="_ _c"></span>durante <span class="_ _c"></span>24 <span class="_ _c"></span>(vinte <span class="_ _c"></span>e <span class="_ _c"></span>quatro) <span class="_ _c"></span>horas <span class="_ _c"></span>por <span class="_ _c"></span>dia, <span class="_ _c"></span>7 </div><div class="t m0 x4 h8 y1af ff6 fs0 fc0 sc0 ls0 ws0">(sete) dias por semana. </div><div class="t m0 x4 h22 y1b0 ff7 fs0 fc0 sc0 ls0 ws0">2.2<span class="ff11"> <span class="_ _25"> </span></span>Publicação de informações dos certificados </div><div class="t m0 x4 h4 y1b1 ff6 fs0 fc0 sc0 ls0 ws0">2.2.1<span class="ff5"> <span class="_ _1"> </span></span>O <span class="_ _21"> </span>certificado <span class="_ _21"> </span>da <span class="_ _21"> </span>AC <span class="_ _21"> </span>Raiz, <span class="_ _21"> </span>sua <span class="_ _21"> </span>LCR <span class="_ _21"> </span>e <span class="_ _21"> </span>os <span class="_ _21"> </span>certificados <span class="_ _21"> </span>das <span class="_ _21"> </span>ACs <span class="_ _21"> </span>de <span class="_ _21"> </span>nível <span class="_ _21"> </span>imediatamente </div><div class="t m0 x4 h8 y1b2 ff6 fs0 fc0 sc0 ls0 ws0">subsequente <span class="_ _2"></span>ao <span class="_ _2"></span>seu <span class="_ _2"></span>são <span class="_ _2"></span>publicados <span class="_ _b"></span>nas <span class="_ _2"> </span>páginas <span class="_ _2"> </span>Web <span class="_ _2"> </span>da <span class="_ _2"> </span>AC <span class="_ _2"></span>Raiz <span class="_ _2"></span>http://acraiz.icpbrasil.gov.br <span class="_ _2"></span>e </div><div class="t m0 x4 h8 y1b3 ff6 fs0 fc0 sc0 ls0 ws0">https://acraiz.icpbrasil.gov.br, obedecendo às regras e aos critérios estabelecidos nesta D<span class="_ _0"></span>PC.<span class="_ _7"></span> </div><div class="t m0 x4 h4 y1b4 ff6 fs0 fc0 sc0 ls0 ws0">2.2.2<span class="ff5"> <span class="_ _1"> </span></span>A <span class="_ _5"></span>lista <span class="_ _5"></span>das <span class="_ _5"></span>Autoridades <span class="_ _5"></span>Certificadoras <span class="_ _a"></span>que <span class="_ _5"></span>integram <span class="_ _5"></span>a <span class="_ _5"></span>ICP-Brasil <span class="_ _a"></span>também <span class="_ _5"></span>é <span class="_ _5"></span>encontrada <span class="_ _5"></span>na </div><div class="t m0 x4 h8 y1b5 ff6 fs0 fc0 sc0 ls0 ws0">página Web da AC Raiz. </div><div class="t m0 x4 h4 y1b6 ff6 fs0 fc0 sc0 ls0 ws0">2.2.3<span class="ff5"> <span class="_ _1"> </span></span>A <span class="_ _c"></span>disponibilidade <span class="_ _c"></span>das <span class="_ _6"></span>informações <span class="_ _c"></span>publicadas <span class="_ _c"></span>pela <span class="_ _c"></span>AC <span class="_ _c"></span>Raiz <span class="_ _6"></span>em <span class="_ _c"></span>sua <span class="_ _6"></span>página <span class="_ _c"></span>Web, <span class="_ _c"></span>tais <span class="_ _c"></span>como </div><div class="t m0 x4 h8 y1b7 ff6 fs0 fc0 sc0 ls0 ws0">certificados, <span class="_ _a"></span>sua <span class="_ _a"></span>LCR, <span class="_ _a"></span>sua <span class="_ _a"></span>DPC, <span class="_ _a"></span>entre <span class="_ _a"></span>outras, <span class="_ _a"></span>é <span class="_ _a"></span>de <span class="_ _a"></span>99,99% <span class="_ _a"></span>(nove<span class="_ _7"></span>nta <span class="_ _b"></span>e <span class="_ _a"></span>nove <span class="_ _a"></span>inteiros <span class="_ _a"></span>e <span class="_ _a"></span>noventa <span class="_ _a"></span>e </div><div class="t m0 x4 h8 y1b8 ff6 fs0 fc0 sc0 ls0 ws0">nove décimos por cento) do tempo, 24 (vinte e quatro) horas por dia, 7 (sete) dias por semana. </div><div class="t m0 x4 h4 y1b9 ff6 fs0 fc0 sc0 ls0 ws0">2.2.4<span class="ff5"> <span class="_ _1"> </span></span>A AC Raiz inclui nos certificados emitidos a identificação da sua página web. </div><div class="t m0 x4 h4 y1ba ff6 fs0 fc0 sc0 ls0 ws0">2.2.5<span class="ff5"> <span class="_ _1"> </span></span>A <span class="_ _a"></span>AC <span class="_ _a"></span>Raiz <span class="_ _b"></span>comunicará, <span class="_ _a"></span>por <span class="_ _b"></span>escrito, <span class="_ _a"></span>qualquer <span class="_ _b"></span>alteração <span class="_ _b"></span>nesta <span class="_ _a"></span>DPC <span class="_ _a"></span>às <span class="_ _b"></span>ACs <span class="_ _b"></span>integrantes <span class="_ _a"></span>da </div><div class="t m0 x4 h8 y1bb ff6 fs0 fc0 sc0 ls0 ws0">ICP-Brasil <span class="_ _5"></span>bem <span class="_ _6"></span>como <span class="_ _5"></span>a <span class="_ _5"></span>todas <span class="_ _5"></span>as <span class="_ _6"></span>ACs <span class="_ _5"></span>com <span class="_ _5"></span>as <span class="_ _5"></span>quais <span class="_ _5"></span>possui <span class="_ _6"></span>acordos <span class="_ _5"></span>de <span class="_ _5"></span>certificação <span class="_ _6"></span>cruzada. <span class="_ _5"></span>Dessa </div><div class="t m0 x4 h8 y1bc ff6 fs0 fc0 sc0 ls0 ws0">notificação constarão as alterações efetuadas. </div><div class="t m0 x4 h22 y1bd ff7 fs0 fc0 sc0 ls0 ws0">2.3<span class="ff11"> <span class="_ _25"> </span></span>Tempo ou frequência de publicação </div><div class="t m0 x4 h8 y1be ff6 fs0 fc0 sc0 ls0 ws0">Certificados <span class="_ _5"></span>são <span class="_ _5"></span>publicados <span class="_ _a"></span>imediatamente <span class="_ _5"></span>após <span class="_ _5"></span>sua <span class="_ _5"></span>emissão. <span class="_ _a"></span>A <span class="_ _5"></span>frequência <span class="_ _5"></span>da <span class="_ _a"></span>emissão <span class="_ _5"></span>de <span class="_ _5"></span>LCR <span class="_ _a"></span>e </div><div class="t m0 x4 h8 ydb ff6 fs0 fc0 sc0 ls0 ws0">sua publicação estão descritos nos itens 4.9.7, 4.9.8 e 4.10 desta DPC. </div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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"/><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y2c ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2d w5 h9"><div class="t m0 x9 h8 y2e ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xa y2d w6 h9"><div class="t m0 xb ha y2f ff7 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y30 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y31 ff8 fs3 fc0 sc0 ls0 ws0">Declaração de Práticas de Certificaçã<span class="_ _7"></span>o da Autoridade Certificadora<span class="_ _7"></span> Raiz da ICP-Brasil <span class="ff9">–</span> <span class="lsb">DO</span>C-ICP-<span class="ls9">01</span> <span class="lsc">v.</span>6<span class="lsa">.0<span class="_ _7"></span></span> <span class="_ _d"></span> <span class="_ _e"> </span> <span class="_ _e"> </span> <span class="_ _e"> </span><span class="ffa ls9">15</span> </div><div class="t m0 x4 h22 y72 ff7 fs0 fc0 sc0 ls0 ws0">2.4<span class="ff11"> <span class="_ _25"> </span></span>Controle de acesso aos repositórios </div><div class="t m0 x4 h4 y1bf ff6 fs0 fc0 sc0 ls0 ws0">2.4.1<span class="ff5"> <span class="_ _1"> </span></span>Não <span class="_ _c"></span>há <span class="_ _c"></span>qualquer <span class="_ _6"></span>restrição <span class="_ _c"></span>ao <span class="_ _c"></span>acesso <span class="_ _c"></span>par<span class="_ _7"></span>a <span class="_ _c"></span>consulta <span class="_ _c"></span>a <span class="_ _c"></span>esta <span class="_ _6"></span>DPC, <span class="_ _c"></span>aos <span class="_ _c"></span>certificados <span class="_ _6"></span>emitidos <span class="_ _c"></span>e <span class="_ _c"></span>à </div><div class="t m0 x4 h8 y1c0 ff6 fs0 fc0 sc0 ls0 ws0">LCR da AC Raiz. </div><div class="t m0 x4 h4 y1c1 ff6 fs0 fc0 sc0 ls0 ws0">2.4.2<span class="ff5"> <span class="_ _1"> </span></span>São <span class="_ _5"></span>utilizados <span class="_ _5"></span>controles <span class="_ _5"></span>de <span class="_ _5"></span>acesso <span class="_ _5"></span>apropriados <span class="_ _5"></span>par<span class="_ _7"></span>a <span class="_ _5"></span>restringir <span class="_ _5"></span>a <span class="_ _a"></span>possibilidade <span class="_ _5"></span>de <span class="_ _5"></span>escrita <span class="_ _5"></span>ou </div><div class="t m0 x4 h8 y1c2 ff6 fs0 fc0 sc0 ls0 ws0">modificação dessas informações a pessoal autorizado. Há permissão somente de leitura. </div><div class="t m0 x4 h8 y1c3 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h21 y1c4 ff7 fs1 fc0 sc0 ls0 ws0">3<span class="ff11"> <span class="_ _22"> </span></span>IDENTIFICAÇÃO E AUTENTICAÇÃO </div><div class="t m0 x4 h8 y1c5 ff6 fs0 fc0 sc0 ls0 ws0">A <span class="_ _6"></span>AC <span class="_ _5"></span>Raiz <span class="_ _5"></span>verifica <span class="_ _6"></span>a <span class="_ _5"></span>autenticidade <span class="_ _6"></span>da <span class="_ _5"></span>identidade <span class="_ _6"></span>e/ou <span class="_ _5"></span>atributos <span class="_ _5"></span>das <span class="_ _6"></span>entidades <span class="_ _5"></span>da <span class="_ _6"></span>ICP<span class="_ _7"></span>-Brasil <span class="_ _5"></span>antes </div><div class="t m0 x4 h8 y1c6 ff6 fs0 fc0 sc0 ls0 ws0">da <span class="_ _c"></span>incl<span class="_ _7"></span>usão <span class="_ _c"></span>desses <span class="_ _6"></span>atributos <span class="_ _6"></span>em <span class="_ _6"></span>um <span class="_ _c"></span>certificado <span class="_ _6"></span>digital. <span class="_ _6"></span>As <span class="_ _c"></span>entidades <span class="_ _6"></span>estão <span class="_ _6"></span>proibidas <span class="_ _c"></span>de <span class="_ _6"></span>usar <span class="_ _6"></span>nomes </div><div class="t m0 x4 h8 y1c7 ff6 fs0 fc0 sc0 ls0 ws0">em <span class="_ _2"> </span>seus <span class="_ _21"> </span>certificados <span class="_ _2"> </span>que <span class="_ _21"> </span>violem <span class="_ _2"> </span>os <span class="_ _2"> </span>diretos <span class="_ _21"> </span>de <span class="_ _2"> </span>propriedade <span class="_ _2"> </span>intelectual <span class="_ _21"> </span>de <span class="_ _2"> </span>terceiros. <span class="_ _21"> </span>A <span class="_ _2"></span>AC <span class="_ _2"> </span>Raiz </div><div class="t m0 x4 h8 y1c8 ff6 fs0 fc0 sc0 ls0 ws0">reserva o direito, sem responsabilidade a qualquer solicitante, de rejeitar os pedidos. </div><div class="t m0 x4 h22 y1c9 ff7 fs0 fc0 sc0 ls0 ws0">3.1<span class="ff11"> <span class="_ _25"> </span></span>Atribuição de nomes </div><div class="t m0 x4 h4 y1ca ff6 fs0 fc0 sc0 ls0 ws0">3.1.1<span class="ff5"> <span class="_ _11"> </span></span>Tipos de nomes </div><div class="t m0 x4 h8 y1cb ff6 fs0 fc0 sc0 ls0 ws0">As ACs <span class="_ _7"></span>de <span class="_ _7"></span>nível <span class="_ _7"></span>imediatamente <span class="_ _7"></span>subsequente <span class="_ _7"></span>ao da <span class="_ _7"></span>AC <span class="_ _7"></span>Raiz, <span class="_ _7"></span>portanto <span class="_ _7"></span>titulares <span class="_ _7"></span>de certificados, <span class="_ _7"></span>terão </div><div class="t m0 x4 h8 y1cc ff6 fs0 fc0 sc0 ls0 ws0">um <span class="_ _5"></span>nome <span class="_ _5"></span>que <span class="_ _5"></span>as <span class="_ _5"></span>identifiquem <span class="_ _5"></span>univocamente <span class="_ _5"></span>no <span class="_ _5"></span>âmbito <span class="_ _5"></span>da <span class="_ _5"></span>ICP<span class="_ _7"></span>-Brasil. <span class="_ _5"></span>Essa <span class="_ _5"></span>identificação <span class="_ _5"></span>dar<span class="_ _7"></span>-<span class="ls1">se</span>-<span class="ls1b">á </span></div><div class="t m0 x4 h8 y1cd ff6 fs0 fc0 sc0 ls0 ws0">pelo DNs (<span class="ff8">Distinguished Names</span><span class="ls1a">) </span><span class="ff10">–</span> padrão ITU-T X.501. </div><div class="t m0 x4 h4 y1ce ff6 fs0 fc0 sc0 ls0 ws0">3.1.2<span class="ff5"> <span class="_ _11"> </span></span>Necessidade dos nomes serem significativos </div><div class="t m0 x4 h8 y1cf ff6 fs0 fc0 sc0 ls0 ws0">Todos <span class="_ _7"></span>os <span class="_ _7"></span>certificados <span class="_ _c"></span>emitidos <span class="_ _7"></span>pela <span class="_ _7"></span>AC <span class="_ _7"></span>Raiz <span class="_ _7"></span>devem <span class="_ _7"></span>incl<span class="_ _7"></span>uir <span class="_ _7"></span>um <span class="_ _7"></span>identificador <span class="_ _7"></span>único <span class="_ _c"></span>que <span class="_ _7"></span>represente <span class="_ _7"></span>a </div><div class="t m0 x4 h8 y1d0 ff6 fs0 fc0 sc0 ls0 ws0">AC de nível imediatamente subsequente para a qual o certificado foi emitido, conforme item 7.1.4. </div><div class="t m0 x4 h4 y1d1 ff6 fs0 fc0 sc0 ls0 ws0">3.1.3<span class="ff5"> <span class="_ _11"> </span></span>Anonimato ou pseudônimo dos titulares do certificado </div><div class="t m0 x4 h8 y1d2 ff6 fs0 fc0 sc0 ls0 ws0">Não se aplica. </div><div class="t m0 x4 h4 y1d3 ff6 fs0 fc0 sc0 ls0 ws0">3.1.4<span class="ff5"> <span class="_ _11"> </span></span>Regras para interpretaçã<span class="_ _0"></span>o de vários tipos de nomes </div><div class="t m0 x4 h8 y1d4 ff6 fs0 fc0 sc0 ls0 ws0">Nomes <span class="_ _21"> </span>disti<span class="_ _0"></span>ntos <span class="_ _21"> </span>em <span class="_ _2"> </span>certificados <span class="_ _21"> </span>são <span class="_ _2"></span>interpretados <span class="_ _2"> </span>usando <span class="_ _21"> </span>os <span class="_ _21"> </span>padrões <span class="_ _2"></span>ITU-T <span class="_ _21"> </span>X.501 <span class="_ _2"> </span>e <span class="_ _21"> </span>a <span class="_ _2"> </span>sintaxe<span class="_ _7"></span> </div><div class="t m0 x4 h8 y1d5 ff6 fs0 fc0 sc0 ls0 ws0">ASN.1. </div><div class="t m0 x4 h4 y1d6 ff6 fs0 fc0 sc0 ls0 ws0">3.1.5<span class="ff5"> <span class="_ _11"> </span></span>Unicidade de nomes </div><div class="t m0 x4 h8 y1d7 ff10 fs0 fc0 sc0 ls0 ws0">Identificadores “<span class="ff8">Distinguished <span class="_ _7"></span>Name</span><span class="ls1">” </span><span class="ff6">- <span class="_ _7"></span>DN devem ser <span class="_ _7"></span>únicos para <span class="_ _7"></span>cada AC de <span class="_ _7"></span>nível imediatamente </span></div><div class="t m0 x4 h8 y1d8 ff6 fs0 fc0 sc0 ls0 ws0">subsequente <span class="_ _5"></span>ao <span class="_ _a"></span>da <span class="_ _a"></span>AC <span class="_ _5"></span>Raiz. <span class="_ _a"></span>Para <span class="_ _a"></span>cada <span class="_ _5"></span>AC, <span class="_ _a"></span>números <span class="_ _a"></span>ou <span class="_ _5"></span>letras <span class="_ _a"></span>adicionais <span class="_ _5"></span>podem <span class="_ _a"></span>ser <span class="_ _a"></span>incluídos <span class="_ _5"></span>ao </div><div class="t m0 x4 h8 y1d9 ff6 fs0 fc0 sc0 ls0 ws0">nome <span class="_ _c"></span>para <span class="_ _c"></span>assegurar <span class="_ _c"></span>a <span class="_ _6"></span>unicidade <span class="_ _c"></span>do <span class="_ _c"></span>campo, <span class="_ _c"></span>conforme <span class="_ _c"></span>o <span class="_ _6"></span>padrão <span class="_ _c"></span>ITU-<span class="ff10">T <span class="_ _6"></span>X.509. <span class="_ _c"></span>A <span class="_ _c"></span>extensão <span class="_ _6"></span>“<span class="ff8">Unique </span></span></div><div class="t m0 x4 h8 y1da ff8 fs0 fc0 sc0 ls0 ws0">Identifiers<span class="ff10">” não será admitida para diferenciar as ACs com nomes idênticos.<span class="ff6"> </span></span></div><div class="t m0 x4 h4 y1db ff6 fs0 fc0 sc0 ls0 ws0">3.1.6<span class="ff5"> <span class="_ _11"> </span></span>Procedimento para resolver disputa de nomes. </div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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"/><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y2c ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2d w5 h9"><div class="t m0 x9 h8 y2e ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xa y2d w6 h9"><div class="t m0 xb ha y2f ff7 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y30 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y31 ff8 fs3 fc0 sc0 ls0 ws0">Declaração de Práticas de Certificaçã<span class="_ _7"></span>o da Autoridade Certificadora<span class="_ _7"></span> Raiz da ICP-Brasil <span class="ff9">–</span> <span class="lsb">DO</span>C-ICP-<span class="ls9">01</span> <span class="lsc">v.</span>6<span class="lsa">.0<span class="_ _7"></span></span> <span class="_ _d"></span> <span class="_ _e"> </span> <span class="_ _e"> </span> <span class="_ _e"> </span><span class="ffa ls9">16</span> </div><div class="t m0 x4 h8 y72 ff6 fs0 fc0 sc0 ls0 ws0">A <span class="_ _c"></span>AC <span class="_ _c"></span>Raiz <span class="_ _c"></span>res<span class="_ _7"></span>erva-se <span class="_ _c"></span>o <span class="_ _c"></span>direito <span class="_ _6"></span>de <span class="_ _c"></span>tomar <span class="_ _c"></span>todas <span class="_ _c"></span>as <span class="_ _6"></span>decisões <span class="_ _c"></span>referentes <span class="_ _c"></span>a <span class="_ _c"></span>disputas <span class="_ _6"></span>de <span class="_ _c"></span>nomes <span class="_ _c"></span>das <span class="_ _c"></span>ACs<span class="_ _7"></span> </div><div class="t m0 x4 h8 y1dc ff6 fs0 fc0 sc0 ls0 ws0">de nível imediatamente subsequente ao seu. <span class="_ _7"></span>Durante o processo de <span class="_ _7"></span>autenticação, a AC que solicita o </div><div class="t m0 x4 h8 y1dd ff6 fs0 fc0 sc0 ls0 ws0">certificado <span class="_ _a"></span>deve <span class="_ _a"></span>provar <span class="_ _5"></span>o <span class="_ _a"></span>seu <span class="_ _a"></span>direito <span class="_ _a"></span>de <span class="_ _a"></span>uso <span class="_ _a"></span>de <span class="_ _a"></span>um <span class="_ _a"></span>nome <span class="_ _5"></span>específico <span class="_ _a"></span>(DN) <span class="_ _a"></span>em <span class="_ _a"></span>seu <span class="_ _a"></span>certificado, <span class="_ _5"></span>de </div><div class="t m0 x4 h8 y1de ff6 fs0 fc0 sc0 ls0 ws0">acordo com a legislação em vigor. </div><div class="t m0 x4 h4 y1df ff6 fs0 fc0 sc0 ls0 ws0">3.1.7<span class="ff5"> <span class="_ _11"> </span></span>Reconhecimento, autenticação e papel de marcas registradas </div><div class="t m0 x4 h4 y1e0 ff6 fs0 fc0 sc0 ls0 ws0">3.1.7.1<span class="ff5"> <span class="_ _8"></span><span class="ff6">As <span class="_ _5"></span>entidades <span class="_ _5"></span>não <span class="_ _5"></span>podem <span class="_ _6"></span>solicitar <span class="_ _5"></span>certificados <span class="_ _6"></span>com <span class="_ _5"></span>qualquer <span class="_ _5"></span>conteúdo <span class="_ _6"></span>que <span class="_ _5"></span>viole <span class="_ _5"></span>os <span class="_ _6"></span>direitos </span></span></div><div class="t m0 x4 h8 y1e1 ff6 fs0 fc0 sc0 ls0 ws0">de propriedade intelectual de terceiros.  </div><div class="t m0 x4 h4 y1e2 ff6 fs0 fc0 sc0 ls0 ws0">3.1.7.2<span class="ff5"> <span class="_ _8"></span><span class="ff6">Não compete à AC Raiz verificar o direito do solicitante de usar uma marca registrada.  </span></span></div><div class="t m0 x4 h4 y1e3 ff6 fs0 fc0 sc0 ls0 ws0">3.1.7.3<span class="ff5"> <span class="_ _8"></span><span class="ff6">A AC Raiz se reserva o direito de revogar qualquer certificado envolvido em uma disputa. </span></span></div><div class="t m0 x4 h22 y1e4 ff7 fs0 fc0 sc0 ls0 ws0">3.2<span class="ff11"> <span class="_ _25"> </span></span>Validação inicial de identidade </div><div class="t m0 x4 h8 y1e5 ff6 fs0 fc0 sc0 ls0 ws0">A <span class="_ _1d"> </span>AC <span class="_ _3"> </span>Raiz <span class="_ _3"> </span>realiza <span class="_ _3"> </span>a <span class="_ _3"> </span>identificação <span class="_ _1d"> </span>do <span class="_ _3"> </span>solicitante <span class="_ _3"> </span>ou <span class="_ _3"> </span>de <span class="_ _3"> </span>serviços, <span class="_ _1d"> </span>incluindo <span class="_ _3"> </span>os <span class="_ _3"> </span>serviços <span class="_ _3"> </span>de </div><div class="t m0 x4 h8 y1e6 ff6 fs0 fc0 sc0 ls0 ws0">encadeamento <span class="_ _5"></span>da <span class="_ _a"></span>Autoridade <span class="_ _a"></span>Certificadora, <span class="_ _5"></span>utilizando <span class="_ _a"></span>quaisquer <span class="_ _5"></span>meios <span class="_ _a"></span>legais <span class="_ _5"></span>de <span class="_ _a"></span>comunicação <span class="_ _5"></span>ou </div><div class="t m0 x4 h8 y1e7 ff6 fs0 fc0 sc0 ls0 ws0">investigação necessárias para identificar a pessoa jurídica ou física. </div><div class="t m0 x4 h4 y1e8 ff6 fs0 fc0 sc0 ls0 ws0">3.2.1<span class="ff5"> <span class="_ _11"> </span></span>Método para comprovar a posse de chave privad<span class="_ _0"></span>a </div><div class="t m0 x4 h8 y1e9 ff6 fs0 fc0 sc0 ls0 ws0">A <span class="_ _a"></span>AC <span class="_ _5"></span>Raiz <span class="_ _a"></span>verifica <span class="_ _a"></span>se <span class="_ _a"></span>a <span class="_ _5"></span>AC <span class="_ _a"></span>credenciada <span class="_ _a"></span>possui <span class="_ _5"></span>a <span class="_ _a"></span>chave <span class="_ _a"></span>privada <span class="_ _a"></span>correspondente <span class="_ _a"></span>à <span class="_ _a"></span>chave <span class="_ _a"></span>pública </div><div class="t m0 x4 h8 y1ea ff6 fs0 fc0 sc0 ls0 ws0">para <span class="_ _c"></span>a <span class="_ _c"></span>qual <span class="_ _c"></span>está <span class="_ _c"></span>sendo <span class="_ _6"></span>solicitado <span class="_ _c"></span>o <span class="_ _c"></span>certificado <span class="_ _c"></span>digital. <span class="_ _c"></span>A <span class="_ _c"></span>RFC <span class="_ _c"></span>4210<span class="_ _7"></span> <span class="_ _c"></span>[14], <span class="_ _6"></span>atualizada <span class="_ _c"></span>pela <span class="_ _c"></span>RFC <span class="_ _c"></span>6712<span class="_ _7"></span> </div><div class="t m0 x4 h8 y1eb ff6 fs0 fc0 sc0 ls0 ws0">[16], é utilizada para essa finalidade. </div><div class="t m0 x4 h4 y1ec ff6 fs0 fc0 sc0 ls0 ws0">3.2.2<span class="ff5"> <span class="_ _11"> </span></span>Autenticação da identificação da organização<span class="_ _0"></span> </div><div class="t m0 x4 h4 y1ed ff6 fs0 fc0 sc0 ls0 ws0">3.2.2.1<span class="ff5"> <span class="_ _8"></span><span class="ff6">A <span class="_ _7"></span>identificação <span class="_ _7"></span>de <span class="_ _7"></span>uma <span class="_ _7"></span>AC pela <span class="_ _7"></span>AC <span class="_ _7"></span>Raiz <span class="_ _7"></span>é <span class="_ _7"></span>executada<span class="_ _7"></span> por <span class="_ _7"></span>meio <span class="_ _7"></span>dos <span class="_ _7"></span>procedimentos <span class="_ _7"></span>descritos </span></span></div><div class="t m0 x4 h8 y1ee ff6 fs0 fc0 sc0 ls0 ws0">no <span class="_ _1"> </span>documento <span class="_ _2d"> </span>CRITÉRIOS <span class="_ _1"> </span>E <span class="_ _2d"> </span>PROCEDIMENTOS <span class="_ _1"> </span>PARA <span class="_ _2d"> </span>CREDENCIAMENTO <span class="_ _1"> </span>DAS </div><div class="t m0 x4 h8 y1ef ff6 fs0 fc0 sc0 ls0 ws0">ENTIDADES INTEGRANTES DA ICP-BRASIL [6]. </div><div class="t m0 x4 h4 y1f0 ff6 fs0 fc0 sc0 ls0 ws0">3.2.2.2<span class="ff5"> <span class="_ _8"></span><span class="ff6">A <span class="_ _7"></span>AC <span class="_ _7"></span>Raiz mantém <span class="_ _7"></span>políticas e <span class="_ _7"></span>procedimentos <span class="_ _7"></span>internos que <span class="_ _7"></span>são revisados <span class="_ _7"></span>regularmente a <span class="_ _7"></span>fim </span></span></div><div class="t m0 x4 h8 y1f1 ff6 fs0 fc0 sc0 ls0 ws0">de cumprir <span class="_ _7"></span>os requisitos <span class="_ _7"></span>dos <span class="_ _7"></span>vários programas <span class="_ _7"></span>de raiz <span class="_ _7"></span>dos <span class="_ _7"></span>quais a <span class="_ _7"></span>AC Raiz <span class="_ _7"></span>é membro, <span class="_ _7"></span>bem <span class="_ _7"></span>como os </div><div class="t m0 x4 h8 y1f2 ff6 fs0 fc0 sc0 ls0 ws0">Requisitos de Linha de Base, as Diretrizes de EV e as Diretrizes de Assinatura de Código EV.  </div><div class="t m0 x4 h4 y1f3 ff6 fs0 fc0 sc0 ls0 ws0">3.2.3<span class="ff5"> <span class="_ _2d"> </span></span>Autenticação da identidade de um indivíduo </div><div class="t m0 x4 h8 y1f4 ff6 fs0 fc0 sc0 ls0 ws0">Não se aplica. </div><div class="t m0 x4 h4 y1f5 ff6 fs0 fc0 sc0 ls0 ws0">3.2.4<span class="ff5"> <span class="_ _2d"> </span></span>Informações não verificadas do titular do certificado </div><div class="t m0 x4 h8 y1f6 ff6 fs0 fc0 sc0 ls0 ws0">Não se aplica. </div><div class="t m0 x4 h4 y1f7 ff6 fs0 fc0 sc0 ls0 ws0">3.2.5<span class="ff5"> <span class="_ _2d"> </span></span>Validação das autoridades </div><div class="t m0 x4 h8 y1f8 ff6 fs0 fc0 sc0 ls0 ws0">Na <span class="_ _7"></span>emissão <span class="_ _7"></span>de <span class="_ _c"></span>certificado <span class="_ _7"></span>de <span class="_ _7"></span>AC <span class="_ _c"></span>subsequente <span class="_ _7"></span>é <span class="_ _c"></span>verificado <span class="_ _7"></span>se <span class="_ _7"></span>a <span class="_ _7"></span>pess<span class="_ _7"></span>oa <span class="_ _7"></span>física <span class="_ _7"></span>é <span class="_ _c"></span>o <span class="_ _7"></span>representante <span class="_ _7"></span>legal<span class="_ _7"></span> </div><div class="t m0 x4 h8 y1f9 ff6 fs0 fc0 sc0 ls0 ws0">da AC. </div><div class="t m0 x4 h4 y1fa ff6 fs0 fc0 sc0 ls0 ws0">3.2.6<span class="ff5"> <span class="_ _2d"> </span></span>Critérios para interoperabilidade </div><div class="t m0 x4 h8 y1fb ff6 fs0 fc0 sc0 ls0 ws0">Não se aplica. </div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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"/><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y2c ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2d w5 h9"><div class="t m0 x9 h8 y2e ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xa y2d w6 h9"><div class="t m0 xb ha y2f ff7 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y30 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y31 ff8 fs3 fc0 sc0 ls0 ws0">Declaração de Práticas de Certificaçã<span class="_ _7"></span>o da Autoridade Certificadora<span class="_ _7"></span> Raiz da ICP-Brasil <span class="ff9">–</span> <span class="lsb">DO</span>C-ICP-<span class="ls9">01</span> <span class="lsc">v.</span>6<span class="lsa">.0<span class="_ _7"></span></span> <span class="_ _d"></span> <span class="_ _e"> </span> <span class="_ _e"> </span> <span class="_ _e"> </span><span class="ffa ls9">17</span> </div><div class="t m0 x4 h22 y72 ff7 fs0 fc0 sc0 ls0 ws0">3.3<span class="ff11"> <span class="_ _25"> </span></span>Identificação e autenticação para pedidos de novas chaves  </div><div class="t m0 x4 h4 y1bf ff6 fs0 fc0 sc0 ls0 ws0">3.3.1<span class="ff5"> <span class="_ _2d"> </span></span>Identificação e autenticação para rotina de novas chaves </div><div class="t m0 x4 h4 y1fc ff6 fs0 fc0 sc0 ls0 ws0">3.3.1.1<span class="ff5"> <span class="_ _8"></span><span class="ff6">O  processo  de <span class="_ _21"> </span>geração, <span class="_ _21"> </span>pela  AC <span class="_ _21"> </span>Raiz,  de <span class="_ _21"> </span>um  novo <span class="_ _21"> </span>certificado  para <span class="_ _21"> </span>uma  AC <span class="_ _21"> </span>de  nível </span></span></div><div class="t m0 x4 h8 y173 ff6 fs0 fc0 sc0 ls0 ws0">imediatamente <span class="_ _2"> </span>subsequente <span class="_ _21"> </span>ao <span class="_ _2"> </span>seu <span class="_ _2"> </span>pode <span class="_ _21"> </span>ser <span class="_ _2"> </span>feito <span class="_ _21"> </span>de <span class="_ _2"> </span>forma <span class="_ _2"> </span>sim<span class="_ _7"></span>plificada, <span class="_ _2"> </span>antes <span class="_ _21"> </span>da <span class="_ _2"></span>expiração <span class="_ _2"> </span>da </div><div class="t m0 x4 h8 y1fd ff6 fs0 fc0 sc0 ls0 ws0">validade do certificado vigente da AC. </div><div class="t m0 x4 h4 y1fe ff6 fs0 fc0 sc0 ls0 ws0">3.3.1.2<span class="ff5"> <span class="_ _8"></span><span class="ff6">Para <span class="_ _7"></span>isso, <span class="_ _7"></span>um <span class="_ _7"></span>representante <span class="_ _7"></span>legal <span class="_ _7"></span>da <span class="_ _7"></span>AC deve <span class="_ _7"></span>pre<span class="_ _7"></span>encher <span class="_ _7"></span>e assinar, <span class="_ _7"></span>em <span class="_ _7"></span>papel <span class="_ _7"></span>ou <span class="_ _7"></span>digitalmente, </span></span></div><div class="t m0 x4 h8 y1ff ff6 fs0 fc0 sc0 ls0 ws0">o <span class="_ _21"> </span>FORMULÁRIO <span class="_ _21"> </span>DE <span class="_ _2"> </span>REVALIDAÇÃO <span class="_ _21"> </span>DOS <span class="_ _21"> </span>DADOS <span class="_ _21"> </span>CADASTRAIS <span class="_ _2"> </span>E <span class="_ _21"> </span>SOLICITAÇÃO <span class="_ _21"> </span>DE </div><div class="t m0 x4 h8 y1e2 ff6 fs0 fc0 sc0 ls0 ws0">NOVO <span class="_ _21"> </span>CERTIFICADO <span class="_ _2"> </span>[7]. <span class="_ _21"> </span>Após <span class="_ _21"> </span>o <span class="_ _21"> </span>recebimento <span class="_ _2"> </span>desse <span class="_ _21"> </span>formulário, <span class="_ _21"> </span>desde <span class="_ _21"> </span>que <span class="_ _21"> </span>a <span class="_ _2"> </span>documentação </div><div class="t m0 x4 h8 y200 ff6 fs0 fc0 sc0 ls0 ws0">esteja regularmente atualizada, a AC Raiz iniciará o processo de emissão do novo certificado. </div><div class="t m0 x4 h4 y201 ff6 fs0 fc0 sc0 ls0 ws0">3.3.2<span class="ff5"> <span class="_ _2d"> </span></span>Identificação e autenticação para novas chaves após a revogação </div><div class="t m0 x4 h8 y202 ff6 fs0 fc0 sc0 ls0 ws0">A <span class="_ _2"></span>solicitação <span class="_ _b"></span>de <span class="_ _2"> </span>novo <span class="_ _2"> </span>certificado <span class="_ _2"></span>de <span class="_ _2"></span>AC <span class="_ _b"></span>após <span class="_ _2"> </span>a <span class="_ _2"> </span>revogação <span class="_ _2"></span>ou <span class="_ _b"></span>expir<span class="_ _7"></span>ação <span class="_ _2"></span>do <span class="_ _b"></span>cert<span class="_ _7"></span>ificado <span class="_ _2"> </span>anterior </div><div class="t m0 x4 h8 y203 ff6 fs0 fc0 sc0 ls0 ws0">deverá <span class="_ _5"></span>ser <span class="_ _6"></span>efetivada <span class="_ _5"></span>pelo <span class="_ _5"></span>preenchimento <span class="_ _6"></span>do <span class="_ _5"></span>FORMULÁRIO <span class="_ _5"></span>DE <span class="_ _6"></span>REVALIDAÇÃO <span class="_ _5"></span>DOS <span class="_ _5"></span>DADOS </div><div class="t m0 x4 h8 y204 ff6 fs0 fc0 sc0 ls0 ws0">CADASTRAIS <span class="_ _2"> </span>E <span class="_ _2"> </span>SOLICITAÇÃO <span class="_ _21"> </span>DE <span class="_ _2"></span>NOVO <span class="_ _2"> </span>CERTIFICADO <span class="_ _2"> </span>[7]. <span class="_ _21"> </span>Esse <span class="_ _2"></span>formulário <span class="_ _2"> </span>deverá <span class="_ _2"> </span>ser </div><div class="t m0 x4 h8 y205 ff6 fs0 fc0 sc0 ls0 ws0">assinado <span class="_ _21"> </span>por <span class="_ _2"> </span>representante <span class="_ _21"> </span>legalmente <span class="_ _21"> </span>constituído <span class="_ _2"> </span>da <span class="_ _21"> </span>AC <span class="_ _21"> </span>e <span class="_ _2"> </span>entregue <span class="_ _21"> </span>junto <span class="_ _21"> </span>à <span class="_ _21"> </span>AC <span class="_ _2"> </span>Raiz.<span class="_ _7"></span> <span class="_ _21"> </span>Após <span class="_ _21"> </span>o </div><div class="t m0 x4 h8 y206 ff6 fs0 fc0 sc0 ls0 ws0">recebimento desse formulário, desde que a docume<span class="_ _7"></span>ntação esteja regularmente atualizada, a AC Raiz </div><div class="t m0 x4 h8 y207 ff6 fs0 fc0 sc0 ls0 ws0">iniciará o processo de emissão do novo certificado. </div><div class="t m0 x4 h22 y208 ff7 fs0 fc0 sc0 ls0 ws0">3.4<span class="ff11"> <span class="_ _25"> </span></span>Identificação e autenticação para solicitação de revogação </div><div class="t m0 x4 h4 y209 ff6 fs0 fc0 sc0 ls0 ws0">3.4.1<span class="ff5"> <span class="_ _1"> </span></span>O <span class="_ _24"> </span>solicitante <span class="_ _4"> </span>da <span class="_ _24"> </span>revogação <span class="_ _24"> </span>de <span class="_ _4"> </span>certificad<span class="_ _7"></span>o <span class="_ _24"> </span>deverá <span class="_ _24"> </span>ser  identificado. <span class="_ _24"> </span>Somente <span class="_ _24"> </span>os <span class="_ _24"> </span>agentes </div><div class="t m0 x4 h8 y20a ff6 fs0 fc0 sc0 ls0 ws0">descritos <span class="_ _2a"> </span>no <span class="_ _2b"> </span>item <span class="_ _2a"> </span>4.9.2 <span class="_ _2a"> </span>podem <span class="_ _2b"> </span>solicitar <span class="_ _2a"> </span>a <span class="_ _2b"> </span>revogação <span class="_ _2a"> </span>do <span class="_ _2b"> </span>certificado <span class="_ _2a"> </span>de <span class="_ _2a"> </span>uma <span class="_ _2b"> </span>AC <span class="_ _2a"> </span>de <span class="_ _2a"> </span>nív<span class="_ _7"></span>el </div><div class="t m0 x4 h8 y20b ff6 fs0 fc0 sc0 ls0 ws0">imediatamente subsequente ao da AC Raiz. </div><div class="t m0 x4 h4 y20c ff6 fs0 fc0 sc0 ls0 ws0">3.4.2<span class="ff5"> <span class="_ _1"> </span></span>O <span class="_ _c"></span>procedimento <span class="_ _5"></span>para <span class="_ _c"></span>solicitação <span class="_ _6"></span>de <span class="_ _6"></span>revogação <span class="_ _6"></span>de <span class="_ _6"></span>certificado <span class="_ _6"></span>pela <span class="_ _6"></span>AC <span class="_ _6"></span>Raiz <span class="_ _6"></span>está <span class="_ _6"></span>descr<span class="_ _7"></span>ito <span class="_ _6"></span>no </div><div class="t m0 x4 h8 y20d ff6 fs0 fc0 sc0 ls0 ws0">item 4.9.3. Solicitações de revogação de certificados devem ser registradas. </div><div class="t m0 x4 h21 y20e ff7 fs1 fc0 sc0 ls0 ws0">4<span class="ff11"> <span class="_ _22"> </span></span>REQUISITOS OPERACIONAIS DO CICLO DE VIDA DO CER<span class="_ _7"></span>TIFICADO<span class="_ _7"></span> </div><div class="t m0 x4 h22 y20f ff7 fs0 fc0 sc0 ls0 ws0">4.1<span class="ff11"> <span class="_ _25"> </span></span>Solicitação do certificado </div><div class="t m0 x4 h8 y210 ff6 fs0 fc0 sc0 ls0 ws0">A AC Raiz <span class="_ _7"></span>mantém suas próprias<span class="_ _7"></span> listas de indi<span class="_ _7"></span>víduos e entidades <span class="_ _7"></span>das quais não <span class="_ _c"></span>aceitará solicitações </div><div class="t m0 x4 h8 y211 ff6 fs0 fc0 sc0 ls0 ws0">de <span class="_ _a"></span>certificado. <span class="_ _5"></span>Além <span class="_ _a"></span>disso, <span class="_ _a"></span>outras <span class="_ _a"></span>fontes <span class="_ _5"></span>externas, <span class="_ _a"></span>como <span class="_ _a"></span>listas <span class="_ _a"></span>negadas <span class="_ _5"></span>pelo <span class="_ _a"></span>governo <span class="_ _a"></span>ou <span class="_ _a"></span>listas <span class="_ _5"></span>de </div><div class="t m0 x4 h8 y212 ff6 fs0 fc0 sc0 ls0 ws0">pessoas <span class="_ _a"></span>negadas <span class="_ _a"></span>reconhecidas <span class="_ _a"></span>internacionalmente <span class="_ _a"></span>que <span class="_ _a"></span>são <span class="_ _a"></span>aplicáveis <span class="_ _a"></span>às <span class="_ _a"></span>jurisdições <span class="_ _a"></span>em <span class="_ _a"></span>que <span class="_ _a"></span>a <span class="_ _a"></span>AC </div><div class="t m0 x4 h8 y213 ff6 fs0 fc0 sc0 ls0 ws0">Raiz opera, são usadas para filtrar candidatos indesejados. </div><div class="t m0 x4 h4 y214 ff6 fs0 fc0 sc0 ls0 ws0">4.1.1<span class="ff5"> <span class="_ _2d"> </span></span>Quem pode submeter uma solicitação de certificado </div><div class="t m0 x4 h4 y215 ff6 fs0 fc0 sc0 ls0 ws0">4.1.1.1<span class="ff5"> <span class="_ _8"></span><span class="ff6">A <span class="_ _a"></span>solicitação <span class="_ _5"></span>de <span class="_ _5"></span>um <span class="_ _a"></span>certificado <span class="_ _5"></span>da <span class="_ _5"></span>AC <span class="_ _5"></span>Raiz <span class="_ _a"></span>é <span class="_ _5"></span>feita <span class="_ _5"></span>pelo <span class="_ _a"></span>Comitê <span class="_ _5"></span>Gestor <span class="_ _5"></span>da <span class="_ _5"></span>ICP<span class="_ _7"></span>-Brasil <span class="_ _a"></span>que </span></span></div><div class="t m0 x4 h8 y216 ff6 fs0 fc0 sc0 ls0 ws0">delega a execução dessas funções ao ITI. </div><div class="t m0 x4 h4 y217 ff6 fs0 fc0 sc0 ls0 ws0">4.1.1.2<span class="ff5"> <span class="_ _8"></span><span class="ff6">A <span class="_ _a"></span>solicitação <span class="_ _a"></span>de <span class="_ _a"></span>um <span class="_ _5"></span>cer<span class="_ _7"></span>tificado <span class="_ _a"></span>de <span class="_ _5"></span>AC <span class="_ _a"></span>de <span class="_ _a"></span>nível <span class="_ _a"></span>imediatamente <span class="_ _a"></span>subsequente <span class="_ _a"></span>deve <span class="_ _5"></span>ser <span class="_ _a"></span>feita </span></span></div><div class="t m0 x4 h8 y218 ff6 fs0 fc0 sc0 ls0 ws0">pelos seus representantes legais.  </div><div class="t m0 x4 h4 y219 ff6 fs0 fc0 sc0 ls0 ws0">4.1.2<span class="ff5"> <span class="_ _2d"> </span></span>Processo de registro e responsabilidades </div><div class="t m0 x4 h8 y21a ff6 fs0 fc0 sc0 ls0 ws0">Constituem responsabilidades da AC Raiz: </div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
<div id="pf14" class="pf w0 h0" data-page-no="14"><div class="pc pc14 w0 h0"><img class="bi x7 y2b w4 h7" alt="" 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ZGxvTplZUQnRjmu49MaZP87FVQgaJiiXTSPH3+cEJBSIuIUJFjBH/pEGq7QKNQAVGmqH/vxvSaljK40F0JAQoHj6jvf7KyN31Ry+K7vny+y1zgSF5AgdlPYLd3H/23ozGhNWKG55t1t36zI21xqqDKLksz8KFgkVMqskzpqfOchU7NHjUnrpwTBZwkkK/ENZ/YtP75xzcmtZbY6iZH3djMClSxEi2G39LnqiStmRgsh7r83gzTi49kN3OLrJN7Z6+pnRtzVDpqHPP1QAkAkJAQoNVZLDuh9VnqRC7f2vzoEFAAoET9rr9Ez77wEhYxmklbm77h3/fxiXgVCE3dcxvUrT2/pGpe+6MjqAxUnG8AGCKDy92wO/YBkZnK+XPXh8ZWfHFs1rFOvZ4bcNTK1rwjOhD47yStPbn111393VB7jSBRwAxWZFXIx1L168OsFR1bO7Xf934bcpnZtYuFAZ+xVPvY+AEC1bGwfhhmdNfPIFUniQHagSsk0b/MnVoXssew7oYAr43KeGfmn5gs3EsC60j23/O/ZYmuV1+iJwEZ2G/zYz29trcxtQFtApep7fQSZ0aaKQ1O+f+LN3Uu4S80vObbxxlXPbq0+KgucEP3Zix48ECFUc+MLuxe9uGWhvU0JB7F1+gbxUO3pK76+H126R+a83tpQaaqtkxu8lSCByPH6zJFvjX8kQlA3f22J0XM/vWcSbG7lMZwIxIRGLj68PlAajxoUCSHRoaIGASostdUWveRjCJoF+/PbPh2d1n9AXBcT2V/Z+aVdIJeH4gRayYWpWSN66tI5UUF92f7KE4dq83nTMBBHeGPvtwnhsff2ndJWqRJiqwQfAAySeUfl0cAOYCPnw8bE58wecN21nYcFtRUdocFuaQygO/QaITKiKEXYMVNNk+KmplnVPzxzwbXPdYtKcdDddqC1+TvuWDnPd6ga0PbD6R0D4rL2lJ04UpffNOddNPI9vae8MeYh5rSr0Ary9d/9fXXxTlcKJhJAA7M9v/Hj67qOTNBE/u7ot6Ylh8df32d8TqeuzJ+114zqYARZqoShqX1CRNXmsweKa8oGxWQbG/TVFoMMnCNw5ByBAGIU4V/PeKlzaHyjn64guCZjSE9d5x3VR31J8NP6UgIoMVTI3kKDDCBEqW6MRiCAGoR7el+rFTRNj00EAAJhraGuw6LvRLnAUHrf+pdVII5K7j+nz7VXZgzUCsoWBoAAAR7pc+O8EbPUTIEAdpL15oYIjVbiskW21ZmNJpu51massxga7OZIpTYzNA4dkXMEK5eLDJUnas5aud2vjVZuquEAOk2EAF6WGUkM3t675Ex9ef+4LomhMQmhuki1Nieh65WdB6qYIxG8SYbaMBh7Lugz8umav7ocHMEM0prinesLd42OyVl608thgqp55RNH2keH3BLClI6+qlCMDYkAIKUghAjKaKXW5ZE5rQ4OUGat31V0ZH9J3urTWw/UnLQLxANEO+1cQoAhKb0T1NFnbdVusxEBwIz2b05v+Ob0Bke2PgIoZZag0XWLTp3Zd/LkrsNCQERs4zB4q9FP1OhmZI1uXHaIqEGyVDbU7i7JLZZqyZ+ekRhtqNq/7uT26dkjmx1UHJzYI0Yd3ryGkhFq5IbTVcWb8vdsLNx7oCyvkutlJI7k6g0246SEgmJkSv/PT/0AAWywxqCmWZRP2yvyyyt+XLPnsp3dXx3/50HxXfH8op+u7TR/1P3u0VQiAoR6u2nx0Z//tWPRGXOFb8dkRp8eWjk1ewS4VaP0Zk44TOs2RgA/BIIMfEdJ7rr8nSdqzx6sPnWmtsyKktNUd5jN7mWzsTleGAGeG3Z3vdW4tnCnDWVoyX4gABujzbW5k7579KnBd97dd1K4qD5v6GNj2UU3lx0AohShs/pMsnHp4U1v+N0wt7viaI29AQJHYjWk6JvU1fdTC7f/fcP7H+QutzaCJXhTRAxAlFmqJnZocp9D9QX7qvOa6ULniITvrnvx4wMrX9j0aaVskBj3IQw8oxEIAFAlGR779Z2DpSc+nPS4oo3iRW1cIcYuBXRH9HZTvcUYwpSBCBAViTptlO81X9r2+dtH/se9s04ICaNE7eiU/pd16pEW3qlXbEZGZKKCiTeteK559B0M5Zy+19zUY2yxvvJw5am8uqIKU12BofRMfVmhscJoN8vIuc+GF5nRVyfX31s2dXBC946FPgfaVn50/vYvAuWLO4pIEQR0eRVcCFV4T+oGsC88vIb7SfjBvpGZq296I14Z5ub7kARQazEEN4cpUqGJ1KX11KW5qzgTtx+rKjhaVfDloXUbyva55xohgI3xw5X55w19jmAFWWqiDIkAGmTLmhNb//rj2xWg9xsSIIQwMSRcHWqz2gLJvoCM+TAfRYbKSks9MD8B/Wu7jOik9Fqi0UK2gvrSQA9vtFuOVpyxkiQD58AlkDmRzGXivE9s51RtnEAYzlSD4roOisuemj3yxiVPrS/f22hEERAA82PR/i7oEwDsrjyW+cE09zIIkixbZLsNJDlAcqaDO+wf1zVKDC232lplNlTUV9tB8rv33S5LztQuIkS0k7yz7PjbexafMZUHWnglpCd+fGtL7VEvExkB+kZ0/m76S6na2MaN5KFMOTi5509le7lbZgsCxYdEnRf0GQDZSa7wqPbYlNHkTG71F2xjhLf1mCC2nh7pFBmjBFFCu6818/6B71Mi4q/KGioiKzfVvL9z6aLja+2MB4qncoAwUf3A0Bt/XT3PI3eRABD2Gk7evOzZ+eMezo5OEZlgtFsW7l/1yq4vJcGD1o3k6kFJPc6b7Ddjn/mzHNAh+lmK+IlZl5/D86Vo4xJDdCctpb6A1vKGuRtei/rpfYbMKJnNCtm1qwv9ph5JsoSA47MuS1BFFdlrvHpAANuqj479Ym5iqE4hiHUmQxU3uKB3DqfIcUa3sQmh0W2FfjvlMDcxtHGK8GcH3PHTzHd0Ku05XEgNwtwBMxRNif/ebkSVYKpgRpNSJiQgUHNhRHwfv/u0KxpqZODhqH5s8C1+L0gIZoV0ylZ+zFxchnovqQ9nmheGzP732LkCnReGOWjkEVAgjCBVv07Zr4x9KCem8zlvoEKAB/pdp0Dxb5vfM4C1GTdK4Gyorvuzo+9J1cbnfHq7SSF5fe2kvuRQdf5AXdYD/aZFqsP/uuHtKjJQS/QfEgFgNGneGf/4DdmjWZtu/PCDvgYVt/YYX8fNrbqQEhVhCo1WpdGpw2M0kclhcZnRSRGKEMEVkHb8HSqqZvWZZBb8OJlRXK0CX1cXRGT39psyOKnHypNbTtUXn6orrrbU27gdATWCMjYkKiMiIS2s04jknGEpvZUocqD/jHrwQO0p30E6UpTXV5epQDazx7iRKX03nd2fX196oq6wuKHKYDEZJZNFtnHOmcCUKEYotYlhsSna2MsTeo3LHBSrjmBuHVEAu7vn1WbyY/8MS+jtEMNBcdlzekzxAzqxMFEDgbNoWxvBCTpVrbkLB/qsqdIBAXAgxykiMhEAKABFT/Ir4AFjAW9NHBz5mB5YOM6OawUWHoYZBoOBF/rksmBagb6fhAv3jFm3K7niSS2eyOeR9e+FZuPtGtcWbMVYN/YWsZnn9+6eFztCgSB21atpxqf0uCkG2FfmNSFABqqzNZQbq0/VFhfoy0qMVZWWugbJYrJbbbKdgFRMEapQh4jquJCoZG1sZkRCF11qXGiUVlQ7eCGvJP9GotjrdaCB932XEwFAgHCxV146BDM1PYbBU2iaJ/AcP/RK0vaWOi8zzDGkAXf1kfNwvWqbcWfJkU/3LvulcL+RrG6clCMqiv6XQQKlLEQrtNOyR80eOK1rZJIaRQwyyHXRNP/oc6CTdcWrT21fW7B9R1muQTLJ2Kr6Qk3ihgRKEhJCdVemDrwmY+io9P7hipBL8Luh7yaOHOiksezjXd9/eHCZgVlbsgadPEKQFjAj6BOW/vpVj16e0FMF7BL6jbJPAMgBlp389f41r1SQ3m/iefBABxwuglCumJw5/NVxDyZpoi+h70S/0Fj11IYPlp7ZbHKmY/hT0AQiYaigTtTGxIfqwpSaMGWISlACoF22G+wmvc1UYqgoNlaZuJUHNkeQoLM24Z5e107pekWXyER2sa4ETXpfBvri6I/3/PCyjcm+PImCY5JSNzy57/SeY69I7RsmqgXHKQ/e9AJJQFXW+nV5OxYdXLW/Mk+PFh7AlkGAMFn52eTnpmYNw4scfQCwAU1Z8vi60p1u2KPIWRwLf3zobXfkTNYKKocDEmBiNL3nyDAsMJT9e9PCr06stwrceQCUxzGzHIClq2L/N2N+78g0hnhRow8AR6rP3Lzi2SP6MwSQrI69pdvYGdmju8WmhzAFQFDweOXgc6Cz+oqdpUe/yF33Q+EuG3LP4n5ARBGo+cewe+7rN1WB7KJGnwBKrLW3f/tMui759Ql/DhfUbSWQEvBfig/OXv2vfEs5AHP45Y0hAYWMT/S/7e/D79A43YKLE30iQDTYTEpBoRJEoLYs80EA+fqyd/ct/f7ELwXmCvJONMeh8T0/nPBEt6iUi9XbouYd/rZpNbJpytePbanJ9bJhEWhcp4ErZsxXXhzeAPPvQkH70gHRQsj8Kx+MIrXXpksC+Llk35e566WL40gEYd68eefjvpSkjZnSdSS3y4eqTskgu4gs5Iz/dHqn3twwLKWvgjGCC9kSwvNbO4sDPbD+tQ+PrfCiAUWOi8Y/fXP3Kz0t1Ate8/zet8e5A6aHS6pGzeM0kBgtPvGz/AclRKmF/3cU2XeI/5aSI7esfK7IWu3+vhrEl0fcP0DX5Y84AAigFMQsXUqUMrSZIuTYQar2/Wf313/d+oFXpQd0uAV/RIUOiAS9w9OW3/yfZLUOAoTPfNH3MjnJsz5Pu0xTBKiyGKYt/duW6lyOHC6gMj4Z6rgFVz81MqkvYtCah4Ak4iIKbnuWUAYS2m0FJIACc9WYBfcW8KoLLP6VoYr9+fb3UzUx6BNDZr4sTYm1/rPDPzywcr4E3MX9ox3kOd+88NK2z0stde2kKFM1ujkDpzEOF1jo8Yyl8tZvny601JBjr4ObtIuNs58TEdChivwVJ379z4Fv0sM7cbf9HhxgW8XRz8o3HK8+++zwWekR8UJbTwMG8MDA60/UnFmct9HCbe5BTL9VA/2ed+7+aaC/waf6m9/jWwNdqvknQUfOC2tSqxxha/2xEYvmLJj41OiUHESfjBKZeLGplgMJADLAsC9mx2qits/8ROUoxwdgAXnA27cdg9J/DPnT7T2uEgjDVSFhCnXbEkEAIAMVm2qKjJUWyfoHFfYf83e+svu/MvMufJimjPn59vfTQ2LRXe9zoJe2ffGPHQtkdG3eRtAqNJd36jUx+bIHB03/dP+KJac3bS06aAKrcyM4YZom9snL77yj91VCG9HCrpg9uaWZ/OFUEAGgWbZ9dGD5G7u/KbBUuitRJEhVxT7Yf/r9/a/TCEqn3rdzOVGje374nAgxlKOT9TLazesLd+2rOUkAR+sKfyzcZQIruEq2RanCHrrsZslub7CZ2071u6ccAv4hXVwEAI2gfKj/9E0zP8xQx3kcCwB0xlb1xLYP3t271JE3xwBAZMLMnIm39hyvRNHj2+hM2/O9iVahuSdnyqwBU7SqELjU/NnQyeqoPw+6SeDMa/mQkd7cu/hUQwUAYaGh8tZl82SB7CQfrD5p4x6pv5HKsJSQ2FJzTZWlzp2OVzNFTkwXBpimjf9s8tMKYpdSpLyNR0CrbP/44Ip52z+tkRpceZSO/S+QoopZM/1VsdJQa7FZHJ5lb206AQFioamy0l4PAHU2Q53N4K4XUjVxMYowBJQsNgAoNJUYuTWKaf5QdJhbebGWVxdqKSXWWeDRLd3QgTGoBcXcftOA4C+b33aqdJdyLbRVLT6xEWXiVuDoyp8lIBnow+3frTq7ze/NHh54w4TMwe4FkJXAGOAfxEXyf+RfSzkCQQ1moJ/VS+Ypix//tfKQZ4oU3ddrqujyuBqz7BEBh6b2SY6K9Xvz7tFpGIC0+Ityd2UAAAlzSURBVEOoA0A6VFWwoWC3jUt9YjIvS+4VqQz1gs2RhmyWrT+f2Xu8plAiuV9c1hUpOSpBgT728Rl9+Q+nd9RY9L1jM8dnXuZaO5u+mFuVf9ZQ5ruDPEYZLm4/e/iuFS82HubguHcVN+jJ5OfpEeIgPJw1lRZUSmztnPeSnccQYofVMo5mR1qXv/PuVf+sIiMACBwzVXFLbvh3n+h0wCYbFwHsSI9vfO+D3OWOjZgCx2cH3vH0sDs9SrNx6d/bv3xz19f1aCYEkbPJyYNfmfDnrND4xqybetly/7pXC6xVDpKzEWSlLEzKHCY8+dzT64p3aUJCCqwVpVJdDTXUUoMV7I1TQUGCo6yf48cNYK2hhga0ZsQkh4aEpEYnzOw10bV/oSOi31i7b2vJkVlrXnp979d6srgiaVDDG1bnbZE57xQWE6nWAqCV2749+vPjG99Zkr9JdlF+hLCzLFdvbsjSpUSqQjnAidqiuetf+zh3mZlJjqtxpOP6oq8OrlUKypxO2QKyk3UlM75/andtnnt5SQDUCdq3R/9lYuZgp7fFAcZ98+dN5Qe8hOb27Ks+mPD4X35686PDy9yxjVNFnpj9TShTNrKpBB130bUBX3Vq25/W/KuGGlz2iGd1SIIwrvpq6gvj0wc9/ctHrx74WkYZgHnG/AkJkzBy5W1vfntw3Tv7lugFmx/tQIgEE+IHzL/mkSfWvbW6aAd5rgmMYP7Q+/8y8AYEEgGg1mJYmruxzFTtKzRKEBXAlK5CfI2VRs2ydcGBVWoSp3YZHh8W3ZHPOjFz+7zNC97bt8Qo2J3z3ltMiBD1gvWBH+bfljP57f1LZOb0hMhrjBCKoe76pU+cMZZLgl8mHIkBEayr2Lt70X21dqPHFRCQoE9o2szeV2Ejyxau0m4vO5KnL3LX72qmSA/rlBASjQBJGl12ZMrp+hI7yADACIx28zObPpzde0p4iLYNkeIAe8qPrzm1rd5ilF31UNw1SKM+9PDgnUYANhnGbl/eV5n3Y/FuLgAEql3rerPAUvni9v8j/yezufgPgFPmMhDAc2uL90YVjlQp6b0uowJhbp/rH73sJp0q3PngDpat1mb88sAPEhICnNGXv3Po2+7RGVtv/0QNyAgJwQTSwHdvP8HLrojve13mCAQY0Cn78qQeQpvm/h3TF4/84r4K2dDeJ/QJHDSoakAreXKUfvhO52azwHtekQTOVKgwk6359PrZXSe9P+Ex92LUzh2jUUrtA4OmOe6wpfjIeweWIIAIyMiZqCwCc9SG7RuT9dDA612LVttqZ/mVzYt8RaZV3lMAfDxql4kcb8saf23PkbOW/bMWTe562atLCo6TU4eVmKt3Vh8NJA7I2bT0EfcMmXHH0mdKpIBHRkTJ6vsHXM+8S416DDvtLzv57bGf0iMTlVx0VOhvehRZSNREAdGp2uLOkYkM2maddSAjA3ywd/nXeT/RudQdwuYtrkZMGUGSSjdv2Kzbe00QgfWbtXDZ8U1v7Ps231zueQFCwstjerw4Ys7QpF5nDRV/Xv/m2uIdMnoUDmCE/aO73NJ97N29J4crQ1ZNf/X5LQt+LNxtJCu67elhAOMTBs4bMbtPTAZ6i4VPZJEDSCAX1JVlue1r4EAF9eVxYdGhrpJ1bWuPH609O3jhrAZmo3aznBSczep29bOjZndSRbgnwefWFd64+Mmj5qJGcBWcjYnv//l182JVYQ4nwAbyrcueX3p2c2NZM0ZwU+aVn0z6uwbFxjCLDHx31ckZS/5eaK8BcC7LI2J7rbnxjRD0e7SZz4lPPtEkd/Id2j7CTmQDmr3234vy1rpVQgUE6BKRHKuOdO3YbZooDsOLPDzTxnPAPN8nACCGLDYk8pbssdO7jfFNUieiesm8oWD318d+Omsoz4hInNnjqlFp/RrriDu6WmaqfX/f9/sqT1SZ9enhCVck9bml57gIhYaadlQ7199DVac/3L/sWN1Zuyz11XWeO2B6dlSyX/evQ+TzfHBwxcM/v+55WjrqmHbfrEVJ6shWn8/kE/NzO/28OTqHO5LaA+tTl94JitF1MPOsWZEVzy/0BJBXV/z0hvd9DqqnK1MHJKkjsTWHCQTJOPi3KIkYtrDJHINktBxeFWCLR6Sw8yv1pw1l96x9uZaZ3TQcAEA8C39s8M3YNgqOnNVq/dKB2OiBBXtant+aAYH5Rkco1n9Xzpvsy0Ar87ffv/LlEqp3S1tHAIjjoQunPjcwPhsDd7BVFlELC3mTSLf+rNkgPm/mO+Lvr2ocT7Ot9Mjdy/9Rh2aP+Uwkymze6DlXpvRz6csLOYNc/F0QbzyLGDnQydri7/N+eWv/khpm9iLfBcJH+t80u+81gnuJ5Evo/xbwXef3gAz06cFVj254q0GwkbfyRBVn9/S89vkrZokXTYw4CIvztx2wSUAyUaW5ftmJzf89vn5Hea7f6sc9w1JfHfngmPT+yg4cKjgf6ANZgdbmbRvTeZCGKQQA9D7Eyqk3vLhHDmAHeUvR4flbFm4pPWxkfkgoh3eZoYhZdfPr3SIvlq2KrUCfALaU5U7474PJ2rjRaQNn9BxzeXJvBTDRUSDWbRgcK6QMJAGdqC1cfnzz5jN7N5ceMjO7z5EsTR5iN03S/256tas24SJMSWkBfQIoaKiY8e3f9xhOOhJRRGJaUZ0aHp8YGqNVarSKEDUqCUACyShZGmzmCnNtoaGi2lxnx8YTrPzoLUbYIzx1UubQe/tNTQuLhwvp9N22Ql8Cftfyf/63YCNHDk3VZrGRVAnE6HoJu/s7jmMdHs6ZMW/kbA2KcBE3sRkHERH2lB3/Pn8TZ7zRfAF3xiuwlePzDgGgigvDkvpMzxo1LLl3D126iBd7gSSxOQeRoLC2PAxCbNxgRzo3xYAASKiWxGldRz054q6u4QkCuY6RoQvbl/rNmkcGKrPV/5q/b8H+lduKD1qYJDEKJqblODtGIWP3iLSbe40fmzW4Z1S6qvHIBgrm7N9LNo/LZpeI11iNpfqqk7WF+YayEmNVlaW+wW4xS1abbOcESkFQC0qNqNKpwxNCdSnauM6RSQnhMUnaGBVTwB8yGb9joO+XqGkcGDfqGuGSPLemBbvuOQaJyE+VdwbInFXCWh1n53BxlMNoK9lv2yYDMYKLVimdZ5vvIldT4vlGHy/mERAvyf7Fq3ku2TyX2iX0L6F/qV1C/xL6l9ol9C+hf6ldQv8S+pfaJfQvoX+ptVH7f2zA/k/CuUabAAAAAElFTkSuQmCC"/><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y2c ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2d w5 h9"><div class="t m0 x9 h8 y2e ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xa y2d w6 h9"><div class="t m0 xb ha y2f ff7 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y30 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y31 ff8 fs3 fc0 sc0 ls0 ws0">Declaração de Práticas de Certificaçã<span class="_ _7"></span>o da Autoridade Certificadora<span class="_ _7"></span> Raiz da ICP-Brasil <span class="ff9">–</span> <span class="lsb">DO</span>C-ICP-<span class="ls9">01</span> <span class="lsc">v.</span>6<span class="lsa">.0<span class="_ _7"></span></span> <span class="_ _d"></span> <span class="_ _e"> </span> <span class="_ _e"> </span> <span class="_ _e"> </span><span class="ffa ls9">18</span> </div><div class="t m0 x2e h4 y72 ff6 fs0 fc0 sc0 ls1 ws0">a)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ff6">a geração e o gerenciamento do seu par de chaves criptográficas; </span></span></div><div class="t m0 x2e h4 y21b ff6 fs0 fc0 sc0 ls0 ws0">b)<span class="ff5"> <span class="_ _2a"> </span></span>a emissão e distribuição do seu certificado digital; </div><div class="t m0 x2e h4 y21c ff6 fs0 fc0 sc0 ls1 ws0">c)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ff6">a  emissão, <span class="_ _21"> </span>a  expedição  e <span class="_ _21"> </span>a  distribuição <span class="_ _21"> </span>de  certificados  d<span class="_ _0"></span>e  AC  de <span class="_ _21"> </span>nível  imediatamente </span></span></div><div class="t m0 x2f h8 y21d ff6 fs0 fc0 sc0 ls0 ws0">subsequente ao seu; </div><div class="t m0 x2e h4 y1c2 ff6 fs0 fc0 sc0 ls0 ws0">d)<span class="ff5"> <span class="_ _2a"> </span></span>a publicação de certificados por ela emitidos; </div><div class="t m0 x2e h4 y21e ff6 fs0 fc0 sc0 ls1 ws0">e)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ff6">a revogação de certificados por ela emitidos; </span></span></div><div class="t m0 x2e h4 y21f ff6 fs0 fc0 sc0 ls1a ws0">f)<span class="ff5 ls0"> <span class="_ _23"> </span><span class="ff6">a emissão, o gerenciamento e a publicação de sua Lista de Certificados Revogados <span class="ff10">–</span> LCR; </span></span></div><div class="t m0 x2e h4 y220 ff6 fs0 fc0 sc0 ls0 ws0">g)<span class="ff5"> <span class="_ _2a"> </span></span>a <span class="_ _a"></span>fiscalização <span class="_ _5"></span>e <span class="_ _5"></span>a <span class="_ _a"></span>auditoria <span class="_ _5"></span>das <span class="_ _5"></span>ACs, <span class="_ _a"></span>das <span class="_ _5"></span>Autoridades <span class="_ _a"></span>de <span class="_ _5"></span>Carimbo <span class="_ _5"></span>do <span class="_ _a"></span>Tempo <span class="_ _a"></span>- <span class="_ _5"></span>ACTs, <span class="_ _5"></span>das<span class="_ _7"></span> </div><div class="t m0 x2f h8 y221 ff6 fs0 fc0 sc0 ls0 ws0">ARs, <span class="_ _c"></span>dos <span class="_ _6"></span>Prestadores <span class="_ _c"></span>de <span class="_ _6"></span>Serviço <span class="_ _c"></span>de <span class="_ _6"></span>Suporte <span class="_ _6"></span>-PSS, <span class="_ _c"></span>dos <span class="_ _6"></span>Prestadores <span class="_ _6"></span>de <span class="_ _c"></span>Servi<span class="_ _7"></span>ço <span class="_ _c"></span>Biométrico <span class="_ _6"></span>- </div><div class="t m0 x2f h8 y222 ff6 fs0 fc0 sc0 ls0 ws0">PSBio <span class="_ _c"></span>e <span class="_ _6"></span>dos <span class="_ _6"></span>Prestadores <span class="_ _6"></span>de <span class="_ _6"></span>Serviço <span class="_ _6"></span>de <span class="_ _6"></span>Confi<span class="_ _7"></span>ança <span class="_ _6"></span>- <span class="_ _6"></span>PSC <span class="_ _c"></span>hab<span class="_ _7"></span>ilitados <span class="_ _6"></span>em <span class="_ _6"></span>conformidade <span class="_ _6"></span>com </div><div class="t m0 x2f h8 y223 ff6 fs0 fc0 sc0 ls0 ws0">os critérios estabelecidos pelo Comitê Gestor da ICP-Brasil - CG da ICP-Brasil; </div><div class="t m0 x2e h4 y224 ff6 fs0 fc0 sc0 ls0 ws0">h)<span class="ff5"> <span class="_ _2a"> </span></span>a <span class="_ _b"></span>implementação <span class="_ _b"></span>de <span class="_ _a"></span>acordos <span class="_ _b"></span>de <span class="_ _a"></span>certificação <span class="_ _b"></span>cruzada, <span class="_ _b"></span>conforme <span class="_ _a"></span>as <span class="_ _b"></span>diretrizes <span class="_ _a"></span>estabelecidas </div><div class="t m0 x2f h8 y225 ff6 fs0 fc0 sc0 ls0 ws0">pelo CG da ICP-Brasil; </div><div class="t m0 x2e h4 y226 ff6 fs0 fc0 sc0 ls1a ws0">i)<span class="ff5 ls0"> <span class="_ _22"> </span><span class="ff6">a <span class="_ _2"></span>adoção <span class="_ _2"></span>de <span class="_ _b"></span>medidas <span class="_ _2"></span>de <span class="_ _b"></span>segurança <span class="_ _2"></span>e <span class="_ _b"></span>controle, <span class="_ _2"> </span>previstas <span class="_ _2"></span>nesta <span class="_ _b"></span>DPC <span class="_ _2"></span>e <span class="_ _b"></span>na <span class="_ _2"></span>POLÍTICA <span class="_ _b"></span>DE </span></span></div><div class="t m0 x2f h8 y227 ff6 fs0 fc0 sc0 ls0 ws0">SEGURANÇA <span class="_ _20"> </span>DA <span class="_ _20"> </span>ICP-BRASIL <span class="_ _20"> </span>[1], <span class="_ _20"> </span>envolvendo <span class="_ _20"> </span>seus <span class="_ _20"> </span>processos, <span class="_ _20"> </span>procedimentos <span class="_ _20"> </span>e </div><div class="t m0 x2f h8 y228 ff6 fs0 fc0 sc0 ls0 ws0">atividades; </div><div class="t m0 x2e h4 y229 ff6 fs0 fc0 sc0 ls1a ws0">j)<span class="ff5 ls0"> <span class="_ _22"> </span><span class="ff6">a <span class="_ _7"></span>manutenção <span class="_ _7"></span>dos <span class="_ _7"></span>processos, <span class="_ _7"></span>proc<span class="_ _7"></span>edimentos <span class="_ _7"></span>e <span class="_ _7"></span>atividades <span class="_ _7"></span>em <span class="_ _7"></span>conformidade <span class="_ _7"></span>com <span class="_ _7"></span>a <span class="_ _7"></span>legislação </span></span></div><div class="t m0 x2f h8 y22a ff6 fs0 fc0 sc0 ls0 ws0">vigente e com as normas, práticas e regras estabelecidas pelo CG da ICP-Brasil; </div><div class="t m0 x2e h4 y22b ff6 fs0 fc0 sc0 ls0 ws0">k)<span class="ff5"> <span class="_ _2a"> </span></span>a <span class="_ _2"> </span>manutenção <span class="_ _2"></span>e <span class="_ _2"></span>garantia <span class="_ _b"></span>da <span class="_ _2"></span>integridade, <span class="_ _2"></span>do <span class="_ _b"></span>sigilo <span class="_ _2"> </span>e <span class="_ _2"></span>da <span class="_ _b"></span>segurança <span class="_ _2"> </span>da <span class="_ _2"></span>informação <span class="_ _b"></span>por <span class="_ _2"> </span>ela </div><div class="t m0 x2f h8 y22c ff6 fs0 fc0 sc0 ls0 ws0">tratada; e </div><div class="t m0 x2e h4 y22d ff6 fs0 fc0 sc0 ls1a ws0">l)<span class="ff5 ls0"> <span class="_ _22"> </span><span class="ff6">a manutenção e o teste regular do seu Plano de Continuidade de Negócio - PCN. </span></span></div><div class="t m0 x4 h22 y22e ff7 fs0 fc0 sc0 ls0 ws0">4.2<span class="ff11"> <span class="_ _25"> </span></span>Processamento de Solicitação de Certificado </div><div class="t m0 x4 h4 y22f ff6 fs0 fc0 sc0 ls0 ws0">4.2.1<span class="ff5"> <span class="_ _2d"> </span></span>Solicitação de certificado à AC Raiz </div><div class="t m0 x4 h4 y1f3 ff6 fs0 fc0 sc0 ls0 ws0">4.2.1.1<span class="ff5"> <span class="_ _8"></span><span class="ff6">A <span class="_ _b"></span>solicitação <span class="_ _b"></span>de <span class="_ _b"></span>certificado <span class="_ _a"></span>para <span class="_ _b"></span>uma <span class="_ _b"></span>AC <span class="_ _b"></span>de <span class="_ _b"></span>nível <span class="_ _b"></span>imediatamente <span class="_ _a"></span>subsequente <span class="_ _b"></span>ao <span class="_ _b"></span>da <span class="_ _a"></span>AC<span class="_ _7"></span> </span></span></div><div class="t m0 x4 h8 y230 ff6 fs0 fc0 sc0 ls0 ws0">Raiz só é possível <span class="_ _7"></span>após o deferimento de seu pedido <span class="_ _7"></span>de credenciamento e a <span class="_ _7"></span>consequente autorização </div><div class="t m0 x4 h8 y231 ff6 fs0 fc0 sc0 ls0 ws0">de <span class="_ _2"> </span>funcionament<span class="_ _7"></span>o <span class="_ _2"> </span>da <span class="_ _21"> </span>AC <span class="_ _2"></span>em <span class="_ _2"> </span>questão <span class="_ _21"> </span>por <span class="_ _2"> </span>parte <span class="_ _21"> </span>da <span class="_ _2"></span>AC <span class="_ _2"> </span>Raiz, <span class="_ _21"> </span>conforme <span class="_ _2"> </span>disposto <span class="_ _2"> </span>no <span class="_ _21"> </span>documento </div><div class="t m0 x4 h8 y232 ff6 fs0 fc0 sc0 ls0 ws0">CRITÉRIOS <span class="_ _1e"> </span>E <span class="_ _18"> </span>PROCEDIMENTOS <span class="_ _1e"> </span>PARA <span class="_ _1e"> </span>CREDENC<span class="_ _0"></span>IAMENTO <span class="_ _1e"> </span>DAS <span class="_ _18"> </span>E<span class="_ _7"></span>NTIDADES </div><div class="t m0 x4 h8 y233 ff6 fs0 fc0 sc0 ls0 ws0">INTEGRANTES DA ICP-BRASIL [6]. </div><div class="t m0 x4 h4 y234 ff6 fs0 fc0 sc0 ls0 ws0">4.2.1.2<span class="ff5"> <span class="_ _8"></span><span class="ff6">A <span class="_ _c"></span>AC <span class="_ _c"></span>de <span class="_ _c"></span>nível<span class="_ _7"></span> <span class="_ _c"></span>subsequente <span class="_ _c"></span>deve <span class="_ _c"></span>encaminhar <span class="_ _c"></span>a <span class="_ _c"></span>solicitação <span class="_ _c"></span>de <span class="_ _c"></span>seu <span class="_ _c"></span>certificado <span class="_ _c"></span>à <span class="_ _c"></span>AC <span class="_ _c"></span>Raiz <span class="_ _c"></span>por </span></span></div><div class="t m0 x4 h8 y235 ff6 fs0 fc0 sc0 ls0 ws0">meio  de <span class="_ _4"> </span>seus <span class="_ _4"> </span>repres<span class="_ _7"></span>entantes  legais,  utilizando <span class="_ _4"> </span>o <span class="_ _4"> </span>padrão <span class="_ _4"> </span>definido <span class="_ _24"> </span>em  regulamento  edit<span class="_ _7"></span>ado  por </div><div class="t m0 x4 h8 y236 ff6 fs0 fc0 sc0 ls0 ws0">instrução normativa da AC Raiz que defina os padrões e algoritmos criptográficos da ICP-Brasil. </div><div class="t m0 x4 h4 y237 ff6 fs0 fc0 sc0 ls0 ws0">4.2.1.3<span class="ff5"> <span class="_ _8"></span><span class="ff6">A <span class="_ _7"></span>AC <span class="_ _7"></span>Raiz <span class="_ _c"></span>não <span class="_ _7"></span>recebe <span class="_ _7"></span>solicitações <span class="_ _7"></span>de <span class="_ _7"></span>certificados <span class="_ _7"></span>para <span class="_ _7"></span>usuários <span class="_ _7"></span>finais, <span class="_ _c"></span>de <span class="_ _7"></span>acordo <span class="_ _c"></span>com <span class="_ _7"></span>a <span class="_ _7"></span>MP </span></span></div><div class="t m0 x4 h8 y238 ff6 fs0 fc0 sc0 ls0 ws0">nº 2.220-2, de 24 de agosto de 2001. Port<span class="_ _7"></span>anto, não existe, para a AC Raiz, o cenário de restrições ou </div><div class="t m0 x4 h8 y239 ff6 fs0 fc0 sc0 ls0 ws0">autorizações ao processamento de registros de DNS para autorização da autoridade de certificação. </div><div class="t m0 x4 h4 y23a ff6 fs0 fc0 sc0 ls0 ws0">4.2.2<span class="ff5"> <span class="_ _2d"> </span></span>Execução das funções de identificação e autenticação </div><div class="t m0 x4 h8 y23b ff6 fs0 fc0 sc0 ls0 ws0">A AC Raiz executa as funções de identificação e autenticação conforme item 3.2 desta DPC. </div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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"/><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y2c ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2d w5 h9"><div class="t m0 x9 h8 y2e ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xa y2d w6 h9"><div class="t m0 xb ha y2f ff7 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y30 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y31 ff8 fs3 fc0 sc0 ls0 ws0">Declaração de Práticas de Certificaçã<span class="_ _7"></span>o da Autoridade Certificadora<span class="_ _7"></span> Raiz da ICP-Brasil <span class="ff9">–</span> <span class="lsb">DO</span>C-ICP-<span class="ls9">01</span> <span class="lsc">v.</span>6<span class="lsa">.0<span class="_ _7"></span></span> <span class="_ _d"></span> <span class="_ _e"> </span> <span class="_ _e"> </span> <span class="_ _e"> </span><span class="ffa ls9">19</span> </div><div class="t m0 x4 h4 y72 ff6 fs0 fc0 sc0 ls0 ws0">4.2.3<span class="ff5"> <span class="_ _2d"> </span></span>Aprovação ou rejeição de pedidos de certificado </div><div class="t m0 x4 h8 y171 ff6 fs0 fc0 sc0 ls0 ws0">A <span class="_ _5"></span>AC <span class="_ _5"></span>raiz <span class="_ _5"></span>pode <span class="_ _a"></span>aceitar <span class="_ _5"></span>ou <span class="_ _5"></span>rejeitar <span class="_ _5"></span>pedidos <span class="_ _a"></span>de <span class="_ _6"></span>cer<span class="_ _7"></span>tificados <span class="_ _5"></span>das <span class="_ _5"></span>AC <span class="_ _5"></span>imediatamente <span class="_ _5"></span>subsequente <span class="_ _a"></span>de </div><div class="t m0 x4 h8 y172 ff6 fs0 fc0 sc0 ls0 ws0">acordo com os procedimentos descritos no item 3.2 desta DPC. </div><div class="t m0 x4 h4 y173 ff6 fs0 fc0 sc0 ls0 ws0">4.2.4<span class="ff5"> <span class="_ _2d"> </span></span>Tempo para processar a solicitação de certificado </div><div class="t m0 x4 h8 y174 ff6 fs0 fc0 sc0 ls0 ws0">A <span class="_ _c"></span>AC <span class="_ _c"></span>Raiz <span class="_ _c"></span>garante <span class="_ _6"></span>que <span class="_ _c"></span>a <span class="_ _c"></span>cerimônia <span class="_ _c"></span>de <span class="_ _c"></span>emissão <span class="_ _c"></span>de <span class="_ _6"></span>um <span class="_ _c"></span>certificado <span class="_ _c"></span>para <span class="_ _c"></span>AC <span class="_ _c"></span>de <span class="_ _6"></span>nível <span class="_ _c"></span>imediatamente </div><div class="t m0 x4 h8 y175 ff6 fs0 fc0 sc0 ls0 ws0">subsequente <span class="_ _2b"> </span>ao <span class="_ _2b"> </span>seu <span class="_ _2b"> </span>ocorre <span class="_ _2b"> </span>em, <span class="_ _2b"> </span>no <span class="_ _2b"> </span>máximo, <span class="_ _2b"> </span>30 <span class="_ _2b"> </span>(tri<span class="_ _7"></span>nta) <span class="_ _2b"> </span>dias <span class="_ _2b"> </span>úteis <span class="_ _2b"> </span>após <span class="_ _2b"> </span>a <span class="_ _2b"> </span>autor<span class="_ _7"></span>ização <span class="_ _2b"> </span>de </div><div class="t m0 x4 h8 y176 ff6 fs0 fc0 sc0 ls0 ws0">funcionamento da AC em questão. </div><div class="t m0 x4 h22 y4c ff7 fs0 fc0 sc0 ls0 ws0">4.3<span class="ff11"> <span class="_ _25"> </span></span>Emissão de certificado </div><div class="t m0 x4 h4 y177 ff6 fs0 fc0 sc0 ls0 ws0">4.3.1<span class="ff5"> <span class="_ _2d"> </span></span>Ações da AC Raiz durante a emissão de um certificado </div><div class="t m0 x4 h4 y178 ff6 fs0 fc0 sc0 ls0 ws0">4.3.1.1<span class="ff5"> <span class="_ _8"></span><span class="ff6">A <span class="_ _6"></span>emissão <span class="_ _c"></span>de <span class="_ _c"></span>um <span class="_ _6"></span>certificado <span class="_ _c"></span>pela <span class="_ _6"></span>AC <span class="_ _c"></span>Raiz <span class="_ _c"></span>é <span class="_ _c"></span>fei<span class="_ _7"></span>ta <span class="_ _c"></span>em <span class="_ _c"></span>cerimônia <span class="_ _6"></span>específica, <span class="_ _c"></span>com <span class="_ _c"></span>a <span class="_ _6"></span>presença </span></span></div><div class="t m0 x4 h8 y179 ff6 fs0 fc0 sc0 ls0 ws0">de representante da <span class="_ _7"></span>AC Raiz, da <span class="_ _7"></span>AC credenciada, de auditores e <span class="_ _7"></span>convidados, na qual <span class="_ _7"></span>são registrados </div><div class="t m0 x4 h8 y23c ff6 fs0 fc0 sc0 ls0 ws0">todos os procedimentos executados.  </div><div class="t m0 x4 h4 y23d ff6 fs0 fc0 sc0 ls0 ws0">4.3.1.2<span class="ff5"> <span class="_ _8"></span><span class="ff6">As chaves públicas dos certificados autoassinados são publicadas no DOU. </span></span></div><div class="t m0 x4 h4 y23e ff6 fs0 fc0 sc0 ls0 ws0">4.3.1.3<span class="ff5"> <span class="_ _8"></span><span class="ff6">O certificado é considerado válido a partir do momento em que é emitido.  </span></span></div><div class="t m0 x4 h4 y23f ff6 fs0 fc0 sc0 ls0 ws0">4.3.1.4<span class="ff5"> <span class="_ _8"></span><span class="ff6">A <span class="_ _a"></span>emi<span class="_ _7"></span>ssão <span class="_ _a"></span>dos <span class="_ _a"></span>certificados <span class="_ _a"></span>da <span class="_ _a"></span>AC <span class="_ _a"></span>Raiz <span class="_ _a"></span>e <span class="_ _a"></span>das <span class="_ _a"></span>ACs <span class="_ _a"></span>de <span class="_ _a"></span>nível<span class="_ _7"></span> <span class="_ _a"></span>imediatamente <span class="_ _a"></span>subsequente <span class="_ _a"></span>é </span></span></div><div class="t m0 x4 h8 y240 ff6 fs0 fc0 sc0 ls0 ws0">feita em equipamentos da AC Raiz que operam <span class="ff8">off-line</span>. </div><div class="t m0 x4 h4 y241 ff6 fs0 fc0 sc0 ls0 ws0">4.3.1.5<span class="ff5"> <span class="_ _8"></span><span class="ff6">A <span class="_ _a"></span>emissão <span class="_ _5"></span>de <span class="_ _a"></span>certificados <span class="_ _5"></span>pela <span class="_ _a"></span>AC <span class="_ _5"></span>Raiz <span class="_ _a"></span>para <span class="_ _a"></span>as <span class="_ _5"></span>ACs <span class="_ _5"></span>de <span class="_ _a"></span>nível <span class="_ _a"></span>imediatamente <span class="_ _5"></span>subsequente </span></span></div><div class="t m0 x4 h8 y242 ff6 fs0 fc0 sc0 ls0 ws0">estará condicionada: </div><div class="t m0 x2e h4 y1ed ff6 fs0 fc0 sc0 ls1 ws0">a)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ff6">à <span class="_ _21"> </span>apresentação  de <span class="_ _21"> </span>apólice <span class="_ _21"> </span>de <span class="_ _21"> </span>contrato  de <span class="_ _21"> </span>seguro <span class="_ _21"> </span>de <span class="_ _21"> </span>cobertura <span class="_ _21"> </span>de  responsabilidade <span class="_ _21"> </span>civil </span></span></div><div class="t m0 x2f h8 y1ee ff6 fs0 fc0 sc0 ls0 ws0">decorrente <span class="_ _b"></span>das <span class="_ _b"></span>atividades <span class="_ _b"></span>de <span class="_ _b"></span>certificação <span class="_ _2"></span>digital <span class="_ _a"></span>e <span class="_ _2"></span>de <span class="_ _a"></span>registro, <span class="_ _2"></span>com <span class="_ _b"></span>cobertura <span class="_ _b"></span>suficiente <span class="_ _b"></span>e </div><div class="t m0 x2f h8 y1ef ff6 fs0 fc0 sc0 ls0 ws0">compatível com o risco dessas atividades; e </div><div class="t m0 x2e h4 y243 ff6 fs0 fc0 sc0 ls0 ws0">b)<span class="ff5"> <span class="_ _2a"> </span></span>ao <span class="_ _24"> </span>pagamento <span class="_ _24"> </span>da <span class="_ _24"> </span>tarifa <span class="_ _24"> </span>a <span class="_ _24"> </span>que <span class="_ _24"> </span>se <span class="_ _24"> </span>refere <span class="_ _24"> </span>o <span class="_ _1d"> </span>item <span class="_ _4"> </span>1.2 <span class="_ _24"> </span>do <span class="_ _1d"> </span>documento  DIRETRIZES <span class="_ _24"> </span>DA </div><div class="t m0 x2f h8 y1d2 ff6 fs0 fc0 sc0 ls0 ws0">POLÍTICA <span class="_ _7"></span>TARIFÁRIA <span class="_ _c"></span>DA <span class="_ _c"></span>AUTORIDADE <span class="_ _c"></span>CERTIFICADORA <span class="_ _c"></span>RAIZ <span class="_ _7"></span>DA <span class="_ _c"></span>IC<span class="_ _7"></span>P-BRASIL<span class="_ _7"></span> </div><div class="t m0 x2f h8 y244 ff6 fs0 fc0 sc0 ls0 ws0">[4]. </div><div class="t m0 x4 h4 y245 ff6 fs0 fc0 sc0 ls0 ws0">4.3.1.6<span class="ff5"> <span class="_ _8"></span><span class="ff6">A <span class="_ _a"></span>Administração <span class="_ _5"></span>Direta <span class="_ _a"></span>da <span class="_ _5"></span>União, <span class="_ _a"></span>dos <span class="_ _5"></span>Estados, <span class="_ _a"></span>do <span class="_ _5"></span>Distrito <span class="_ _a"></span>Federal <span class="_ _5"></span>e <span class="_ _a"></span>dos <span class="_ _5"></span>Municípios <span class="_ _a"></span>está </span></span></div><div class="t m0 x4 h8 y246 ff6 fs0 fc0 sc0 ls0 ws0">dispensada do pagamento da tarifa e da apresentação da apólice previstas no item anterior. </div><div class="t m0 x4 h4 y247 ff6 fs0 fc0 sc0 ls0 ws0">4.3.1.7<span class="ff5"> <span class="_ _8"></span><span class="ff6">A <span class="_ _24"> </span>AC  Raiz <span class="_ _24"> </span>entrega  o  cer<span class="_ _7"></span>tificado  emitido, <span class="_ _4"> </span>em <span class="_ _24"> </span>formato  definido <span class="_ _24"> </span>conforme <span class="_ _4"> </span>regulamento </span></span></div><div class="t m0 x4 h8 y248 ff6 fs0 fc0 sc0 ls0 ws0">editado <span class="_ _5"></span>por <span class="_ _5"></span>instrução <span class="_ _5"></span>normativa <span class="_ _5"></span>da <span class="_ _6"></span>AC <span class="_ _5"></span>Raiz <span class="_ _5"></span>que <span class="_ _5"></span>defina <span class="_ _5"></span>os <span class="_ _5"></span>padrões <span class="_ _5"></span>e <span class="_ _5"></span>algoritmos <span class="_ _5"></span>criptográficos <span class="_ _5"></span>da </div><div class="t m0 x4 h8 y249 ff6 fs0 fc0 sc0 ls0 ws0">ICP-Brasil, para o representante legal da AC credenciada presente à cerimônia. </div><div class="t m0 x4 h4 y24a ff6 fs0 fc0 sc0 ls0 ws0">4.3.2<span class="ff5"> <span class="_ _2d"> </span></span>Notificações para o titular do certificado pela AC Raiz na emissão do certificado </div><div class="t m0 x4 h8 y24b ff6 fs0 fc0 sc0 ls0 ws0">Após a emissão do certificado, a AC Raiz encaminha mensagem eletrônica de confirmação. </div><div class="t m0 x4 h22 y24c ff7 fs0 fc0 sc0 ls0 ws0">4.4<span class="ff11"> <span class="_ _25"> </span></span>Aceitação de certificado </div><div class="t m0 x4 h4 y24d ff6 fs0 fc0 sc0 ls0 ws0">4.4.1<span class="ff5"> <span class="_ _2d"> </span></span>Conduta sobre a aceitação do certificado </div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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"/><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y2c ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2d w5 h9"><div class="t m0 x9 h8 y2e ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xa y2d w6 h9"><div class="t m0 xb ha y2f ff7 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y30 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y31 ff8 fs3 fc0 sc0 ls0 ws0">Declaração de Práticas de Certificaçã<span class="_ _7"></span>o da Autoridade Certificadora<span class="_ _7"></span> Raiz da ICP-Brasil <span class="ff9">–</span> <span class="lsb">DO</span>C-ICP-<span class="ls9">01</span> <span class="lsc">v.</span>6<span class="lsa">.0<span class="_ _7"></span></span> <span class="_ _d"></span> <span class="_ _e"> </span> <span class="_ _e"> </span> <span class="_ _e"> </span><span class="ffa ls9">20</span> </div><div class="t m0 x4 h4 y72 ff6 fs0 fc0 sc0 ls0 ws0">4.4.1.1<span class="ff5"> <span class="_ _8"></span><span class="ff6">Quando <span class="_ _6"></span>a <span class="_ _6"></span>AC <span class="_ _6"></span>Raiz <span class="_ _c"></span>emi<span class="_ _7"></span>te <span class="_ _c"></span>um <span class="_ _6"></span>certificado <span class="_ _6"></span>para <span class="_ _c"></span>uma <span class="_ _6"></span>AC <span class="_ _6"></span>de <span class="_ _c"></span>n<span class="_ _7"></span>ível <span class="_ _c"></span>imediatamente <span class="_ _6"></span>subsequente </span></span></div><div class="t m0 x4 h8 y1dc ff6 fs0 fc0 sc0 ls0 ws0">ao <span class="_ _c"></span>seu, <span class="_ _6"></span>ela <span class="_ _6"></span>garante <span class="_ _6"></span>que <span class="_ _6"></span>as <span class="_ _c"></span>informações <span class="_ _6"></span>contidas <span class="_ _6"></span>nesse <span class="_ _6"></span>certificado <span class="_ _c"></span>foram <span class="_ _6"></span>verificadas <span class="_ _6"></span>de <span class="_ _6"></span>acordo <span class="_ _c"></span>com </div><div class="t m0 x4 h8 y1dd ff6 fs0 fc0 sc0 ls0 ws0">esta DPC.  </div><div class="t m0 x4 h4 y24e ff6 fs0 fc0 sc0 ls0 ws0">4.4.1.2<span class="ff5"> <span class="_ _8"></span><span class="ff6">No <span class="_ _c"></span>momento <span class="_ _7"></span>da <span class="_ _c"></span>entrega <span class="_ _7"></span>do <span class="_ _c"></span>certi<span class="_ _7"></span>ficado, <span class="_ _7"></span>durante <span class="_ _7"></span>a <span class="_ _c"></span>cerimônia <span class="_ _7"></span>de <span class="_ _c"></span>sua <span class="_ _c"></span>emissão <span class="_ _7"></span>pela <span class="_ _c"></span>AC <span class="_ _7"></span>Raiz, <span class="_ _c"></span>a </span></span></div><div class="t m0 x4 h8 y24f ff6 fs0 fc0 sc0 ls0 ws0">AC  atesta  o <span class="_ _21"> </span>seu  recebimento  por <span class="_ _21"> </span>meio  de  assinatura  de <span class="_ _21"> </span>Termo  de  Cerimônia <span class="_ _21"> </span>de  Emissão  de </div><div class="t m0 x4 h8 y250 ff6 fs0 fc0 sc0 ls0 ws0">Certificado,  Term<span class="_ _7"></span>o  de <span class="_ _24"> </span>Cerimônia  de <span class="_ _24"> </span>Entrega  de <span class="_ _24"> </span>Chave <span class="_ _4"> </span>Pública <span class="_ _24"> </span>e  Termo <span class="_ _24"> </span>de  Acordo <span class="_ _24"> </span>por  seu </div><div class="t m0 x4 h8 y251 ff6 fs0 fc0 sc0 ls0 ws0">representante legal.  </div><div class="t m0 x4 h4 y252 ff6 fs0 fc0 sc0 ls0 ws0">4.4.1.3<span class="ff5"> <span class="_ _8"></span><span class="ff6 ls2">A <span class="_ _b"></span><span class="ls0">aceitação <span class="_ _a"></span>do <span class="_ _a"></span>certificado <span class="_ _a"></span>se <span class="_ _a"></span>dá <span class="_ _a"></span>no <span class="_ _a"></span>momento <span class="_ _a"></span>em <span class="_ _a"></span>que <span class="_ _a"></span>os <span class="_ _a"></span>dados <span class="_ _a"></span>constantes <span class="_ _a"></span>do <span class="_ _a"></span>mesmo <span class="_ _a"></span>são </span></span></span></div><div class="t m0 x4 h8 y253 ff6 fs0 fc0 sc0 ls0 ws0">verificados pela AC ou na primeira utilização da chave privada correspondente.  </div><div class="t m0 x4 h4 y254 ff6 fs0 fc0 sc0 ls0 ws0">4.4.1.4<span class="ff5"> <span class="_ _8"></span><span class="ff6">A <span class="_ _2"> </span>verificação <span class="_ _b"></span>dos <span class="_ _2"> </span>dados <span class="_ _2"></span>do <span class="_ _b"></span>certificado <span class="_ _2"></span>deve <span class="_ _b"></span>ser <span class="_ _2"> </span>realizada <span class="_ _2"></span>pela <span class="_ _b"></span>AC <span class="_ _2"></span>titular <span class="_ _b"></span>no <span class="_ _2"> </span>prazo <span class="_ _b"></span>de <span class="_ _2"> </span>2 </span></span></div><div class="t m0 x4 h8 y255 ff6 fs0 fc0 sc0 ls0 ws0">(dois) <span class="_ _5"></span>dias <span class="_ _6"></span>útei<span class="_ _7"></span>s, <span class="_ _5"></span>contados <span class="_ _6"></span>a <span class="_ _5"></span>partir <span class="_ _5"></span>do <span class="_ _5"></span>seu <span class="_ _6"></span>rec<span class="_ _7"></span>ebimento, <span class="_ _5"></span>após <span class="_ _6"></span>o <span class="_ _5"></span>qual <span class="_ _5"></span>o <span class="_ _5"></span>certificado <span class="_ _6"></span>será <span class="_ _5"></span>considerado </div><div class="t m0 x4 h8 y256 ff6 fs0 fc0 sc0 ls0 ws0">aceito.  </div><div class="t m0 x4 h4 y257 ff6 fs0 fc0 sc0 ls0 ws0">4.4.1.5<span class="ff5"> <span class="_ _8"></span><span class="ff6">Ao aceit<span class="_ _7"></span>ar o certificado, a AC titular:  </span></span></div><div class="t m0 x2e h4 y258 ff6 fs0 fc0 sc0 ls1 ws0">a)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ff6">concorda <span class="_ _2"> </span>com <span class="_ _2"> </span>as <span class="_ _21"> </span>respo<span class="_ _0"></span>nsabilidades, <span class="_ _2"> </span>obrigações <span class="_ _2"> </span>e <span class="_ _21"> </span>deveres <span class="_ _b"></span>a <span class="_ _21"> </span>ela <span class="_ _2"></span>impostas <span class="_ _2"> </span>pelo <span class="_ _2"> </span>Termo <span class="_ _2"> </span>de </span></span></div><div class="t m0 x2f h8 y259 ff6 fs0 fc0 sc0 ls0 ws0">Acordo e esta DPC; </div><div class="t m0 x2e h4 y25a ff6 fs0 fc0 sc0 ls0 ws0">b)<span class="ff5"> <span class="_ _2a"> </span></span>garante <span class="_ _5"></span>que <span class="_ _a"></span>com <span class="_ _5"></span>seu <span class="_ _5"></span>conhecimento, <span class="_ _5"></span>nenhuma <span class="_ _a"></span>pessoa <span class="_ _5"></span>sem <span class="_ _5"></span>autorização <span class="_ _5"></span>teve <span class="_ _5"></span>acesso <span class="_ _a"></span>à <span class="_ _5"></span>chave </div><div class="t m0 x2f h8 y25b ff6 fs0 fc0 sc0 ls0 ws0">privada associada com o certificado; e </div><div class="t m0 x2e h4 y25c ff6 fs0 fc0 sc0 ls1 ws0">c)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ff6">afirma <span class="_ _20"> </span>que <span class="_ _2e"> </span>todas <span class="_ _20"> </span>as <span class="_ _2e"> </span>informações <span class="_ _20"> </span>de <span class="_ _2e"> </span>certificado <span class="_ _20"> </span>fornecidas <span class="_ _2e"> </span>durante <span class="_ _20"> </span>o <span class="_ _2e"> </span>processo <span class="_ _20"> </span>de </span></span></div><div class="t m0 x2f h8 y25d ff6 fs0 fc0 sc0 ls0 ws0">credenciamento  são <span class="_ _21"> </span>verdadeiras  e  estão <span class="_ _21"> </span>reproduzidas  no  certif<span class="_ _0"></span>icado  de  forma <span class="_ _21"> </span>correta  e </div><div class="t m0 x2f h8 y25e ff6 fs0 fc0 sc0 ls0 ws0">completa. </div><div class="t m0 x4 h4 y25f ff6 fs0 fc0 sc0 ls0 ws0">4.4.1.6<span class="ff5"> <span class="_ _8"></span><span class="ff6">A <span class="_ _7"></span>não <span class="_ _7"></span>aceitação <span class="_ _7"></span>de <span class="_ _7"></span>um <span class="_ _7"></span>certificado no <span class="_ _7"></span>prazo <span class="_ _7"></span>previsto implica <span class="_ _7"></span>a <span class="_ _7"></span>realização de <span class="_ _7"></span>nova <span class="_ _7"></span>cerimônia, </span></span></div><div class="t m0 x4 h8 y260 ff6 fs0 fc0 sc0 ls0 ws0">onde é feita a revogação do certificado não aceito e a emissão de novo certificado. </div><div class="t m0 x4 h4 y261 ff6 fs0 fc0 sc0 ls0 ws0">4.4.2<span class="ff5"> <span class="_ _2d"> </span></span>Publicação do certificado pela AC Raiz </div><div class="t m0 x4 h8 y262 ff6 fs0 fc0 sc0 ls0 ws0">O <span class="_ _7"></span>certificado <span class="_ _7"></span>da <span class="_ _c"></span>AC <span class="_ _7"></span>Raiz <span class="_ _c"></span>e <span class="_ _c"></span>os <span class="_ _7"></span>certificados <span class="_ _c"></span>das <span class="_ _c"></span>ACs <span class="_ _7"></span>de <span class="_ _7"></span>nível<span class="_ _7"></span> <span class="_ _7"></span>imediatamente <span class="_ _7"></span>subse<span class="_ _7"></span>quente <span class="_ _7"></span>ao <span class="_ _c"></span>seu <span class="_ _7"></span>são </div><div class="t m0 x4 h8 y263 ff6 fs0 fc0 sc0 ls0 ws0">publicados de acordo com item 2.2 desta DPC. </div><div class="t m0 x4 h4 y264 ff6 fs0 fc0 sc0 ls0 ws0">4.4.3<span class="ff5"> <span class="_ _2d"> </span></span>Notificação de emissão do certificado pela AC Raiz para outras entidades </div><div class="t m0 x4 h8 y265 ff6 fs0 fc0 sc0 ls0 ws0">A notificação se dará de acordo com item 2.2 desta DPC. </div><div class="t m0 x4 h22 y266 ff7 fs0 fc0 sc0 ls0 ws0">4.5<span class="ff11"> <span class="_ _25"> </span></span>Usabilidade do par de chaves e do certificado </div><div class="t m0 x4 h8 y267 ff6 fs0 fc0 sc0 ls0 ws0">A  AC  titular  de  certificado  emitido  pela  AC  Raiz  deve  operar  de  acordo  com  a  sua  própria </div><div class="t m0 x4 h8 y268 ff6 fs0 fc0 sc0 ls0 ws0">Declaração <span class="_ _1d"> </span>de <span class="_ _24"> </span>Práticas <span class="_ _1d"> </span>de <span class="_ _1d"> </span>Certificação <span class="_ _1d"> </span>- <span class="_ _24"> </span>DPC <span class="_ _1d"> </span>e <span class="_ _1d"> </span>com <span class="_ _24"> </span>as <span class="_ _1d"> </span>Políticas <span class="_ _1d"> </span>de <span class="_ _24"> </span>Certificado <span class="_ _1d"> </span>- <span class="_ _1d"> </span>PC <span class="_ _1d"> </span>que </div><div class="t m0 x4 h8 y269 ff6 fs0 fc0 sc0 ls0 ws0">implementar, estabelecidos em <span class="_ _7"></span>conformidade com <span class="_ _7"></span>os documentos <span class="_ _7"></span>REQUISITOS MÍNIMOS P<span class="_ _7"></span>ARA </div><div class="t m0 x4 h8 y26a ff6 fs0 fc0 sc0 ls0 ws0">AS <span class="_ _1e"> </span>DECLARAÇÕES <span class="_ _1c"> </span>DE <span class="_ _1e"> </span>P<span class="_ _7"></span>RÁTICAS <span class="_ _1c"> </span>DE <span class="_ _1e"> </span>CERTIFICAÇÃO <span class="_ _1c"> </span>DAS <span class="_ _1e"> </span>AUTORIDADE<span class="_ _7"></span>S </div><div class="t m0 x4 h8 y26b ff6 fs0 fc0 sc0 ls0 ws0">CERTIFICADORAS <span class="_ _b"></span>DA <span class="_ _b"></span>IC<span class="_ _7"></span>P-BRASIL <span class="_ _b"></span>[2] <span class="_ _2"></span>e <span class="_ _b"></span>REQUISITOS <span class="_ _b"></span>MÍNIMOS <span class="_ _2"></span>PARA <span class="_ _b"></span>POLÍTICAS <span class="_ _b"></span>DE<span class="_ _7"></span> </div><div class="t m0 x4 h8 y26c ff6 fs0 fc0 sc0 ls0 ws0">CERTIFICADO NA ICP-BRASIL [3]. </div><div class="t m0 x4 h4 y26d ff6 fs0 fc0 sc0 ls0 ws0">4.5.1<span class="ff5"> <span class="_ _2d"> </span></span>Usabilidade da chave privada e do certificado do titular </div><div class="t m0 x4 h8 y23a ff6 fs0 fc0 sc0 ls0 ws0">A <span class="_ _c"></span>AC <span class="_ _c"></span>titular <span class="_ _c"></span>deve <span class="_ _6"></span>utilizar <span class="_ _c"></span>sua <span class="_ _c"></span>chave <span class="_ _c"></span>privada <span class="_ _c"></span>e <span class="_ _6"></span>garantir <span class="_ _c"></span>a <span class="_ _c"></span>proteção <span class="_ _c"></span>dessa <span class="_ _6"></span>chave <span class="_ _c"></span>conforme <span class="_ _c"></span>o <span class="_ _c"></span>previsto </div><div class="t m0 x4 h8 y26e ff6 fs0 fc0 sc0 ls0 ws0">na sua própria DPC. </div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
<div id="pf17" class="pf w0 h0" data-page-no="17"><div class="pc pc17 w0 h0"><img class="bi x7 y2b w4 h7" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y2c ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2d w5 h9"><div class="t m0 x9 h8 y2e ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xa y2d w6 h9"><div class="t m0 xb ha y2f ff7 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y30 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y31 ff8 fs3 fc0 sc0 ls0 ws0">Declaração de Práticas de Certificaçã<span class="_ _7"></span>o da Autoridade Certificadora<span class="_ _7"></span> Raiz da ICP-Brasil <span class="ff9">–</span> <span class="lsb">DO</span>C-ICP-<span class="ls9">01</span> <span class="lsc">v.</span>6<span class="lsa">.0<span class="_ _7"></span></span> <span class="_ _d"></span> <span class="_ _e"> </span> <span class="_ _e"> </span> <span class="_ _e"> </span><span class="ffa ls9">21</span> </div><div class="t m0 x4 h4 y72 ff6 fs0 fc0 sc0 ls0 ws0">4.5.2<span class="ff5"> <span class="_ _2d"> </span></span>Usabilidade da chave pública e do certificado pelas terceiras partes confiáveis </div><div class="t m0 x4 h4 y171 ff6 fs0 fc0 sc0 ls0 ws0">4.5.2.1<span class="ff5"> <span class="_ _8"></span><span class="ff6">As <span class="_ _b"></span>ter<span class="_ _7"></span>ceiras <span class="_ _b"></span>partes <span class="_ _b"></span>confiáveis <span class="_ _b"></span>devem <span class="_ _b"></span>estar <span class="_ _b"></span>em <span class="_ _b"></span>concordância <span class="_ _b"></span>com <span class="_ _2"></span>os <span class="_ _a"></span>termos <span class="_ _2"></span>estabelecidos </span></span></div><div class="t m0 x4 h8 y172 ff6 fs0 fc0 sc0 ls0 ws0">nesta DPC, como condição de confiança no certificado. </div><div class="t m0 x4 h4 y26f ff6 fs0 fc0 sc0 ls0 ws0">4.5.2.2<span class="ff5"> <span class="_ _8"></span><span class="ff6">Procedimentos <span class="_ _b"></span>para <span class="_ _a"></span>confiabilidade <span class="_ _a"></span>p<span class="_ _7"></span>ela <span class="_ _a"></span>ter<span class="_ _7"></span>ceira <span class="_ _a"></span>parte <span class="_ _a"></span>confiável <span class="_ _b"></span>encontram-se <span class="_ _b"></span>descritos <span class="_ _a"></span>no </span></span></div><div class="t m0 x4 h8 y270 ff6 fs0 fc0 sc0 ls0 ws0">item 9.6.4 desta DPC. </div><div class="t m0 x4 h22 y1fe ff7 fs0 fc0 sc0 ls0 ws0">4.6<span class="ff11"> <span class="_ _25"> </span></span>Renovação de certificados </div><div class="t m0 x4 h8 y271 ff6 fs0 fc0 sc0 ls0 ws0">Não se aplica.  </div><div class="t m0 x4 h4 y272 ff6 fs0 fc0 sc0 ls0 ws0">4.6.1<span class="ff5"> <span class="_ _2d"> </span></span>Circunstâncias para renovação de certificados </div><div class="t m0 x4 h8 y177 ff6 fs0 fc0 sc0 ls0 ws0">Não se aplica. </div><div class="t m0 x4 h4 y273 ff6 fs0 fc0 sc0 ls0 ws0">4.6.2<span class="ff5"> <span class="_ _2d"> </span></span>Quem pode solicitar a renovação </div><div class="t m0 x4 h8 y274 ff6 fs0 fc0 sc0 ls0 ws0">Não se aplica. </div><div class="t m0 x4 h4 y275 ff6 fs0 fc0 sc0 ls0 ws0">4.6.3<span class="ff5"> <span class="_ _2d"> </span></span>Processamento de requisição para renovação de certificados </div><div class="t m0 x4 h8 y276 ff6 fs0 fc0 sc0 ls0 ws0">Não se aplica. </div><div class="t m0 x4 h4 y277 ff6 fs0 fc0 sc0 ls0 ws0">4.6.4<span class="ff5"> <span class="_ _2d"> </span></span>Notificação para nova emissão de certificado para o titular </div><div class="t m0 x4 h8 y278 ff6 fs0 fc0 sc0 ls0 ws0">Não se aplica. </div><div class="t m0 x4 h4 y199 ff6 fs0 fc0 sc0 ls0 ws0">4.6.5<span class="ff5"> <span class="_ _2d"> </span></span>Conduta constituindo a aceitação de uma renovação de um certificado </div><div class="t m0 x4 h8 y279 ff6 fs0 fc0 sc0 ls0 ws0">Não se aplica. </div><div class="t m0 x4 h4 y27a ff6 fs0 fc0 sc0 ls0 ws0">4.6.6<span class="ff5"> <span class="_ _2d"> </span></span>Publicação de uma renovação de um certificado pela AC Raiz </div><div class="t m0 x4 h8 y27b ff6 fs0 fc0 sc0 ls0 ws0">Não se aplica. </div><div class="t m0 x4 h4 y27c ff6 fs0 fc0 sc0 ls0 ws0">4.6.7<span class="ff5"> <span class="_ _2d"> </span></span>Notificação de emissão de certificado pela AC Raiz para outras entidades </div><div class="t m0 x4 h8 y27d ff6 fs0 fc0 sc0 ls0 ws0">Não se aplica. </div><div class="t m0 x4 h22 y27e ff7 fs0 fc0 sc0 ls0 ws0">4.7<span class="ff11"> <span class="_ _25"> </span></span>Nova chave de certificado </div><div class="t m0 x4 h4 y27f ff6 fs0 fc0 sc0 ls0 ws0">4.7.1<span class="ff5"> <span class="_ _2d"> </span></span>Circunstâncias para nova chave de certificado </div><div class="t m0 x4 h8 y280 ff6 fs0 fc0 sc0 ls0 ws0">Não se aplica </div><div class="t m0 x4 h4 y281 ff6 fs0 fc0 sc0 ls0 ws0">4.7.2<span class="ff5"> <span class="_ _2d"> </span></span>Quem pode requisitar a certificação de uma nova chave pública </div><div class="t m0 x4 h8 y282 ff6 fs0 fc0 sc0 ls0 ws0">Não se aplica </div><div class="t m0 x4 h4 y283 ff6 fs0 fc0 sc0 ls0 ws0">4.7.3<span class="ff5"> <span class="_ _2d"> </span></span>Processamento de requisição de novas chaves de certificado </div><div class="t m0 x4 h8 y284 ff6 fs0 fc0 sc0 ls0 ws0">Não se aplica </div><div class="t m0 x4 h4 y285 ff6 fs0 fc0 sc0 ls0 ws0">4.7.4<span class="ff5"> <span class="_ _2d"> </span></span>Notificação de emissão de novo certificado para o titular </div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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"/><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y2c ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2d w5 h9"><div class="t m0 x9 h8 y2e ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xa y2d w6 h9"><div class="t m0 xb ha y2f ff7 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y30 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y31 ff8 fs3 fc0 sc0 ls0 ws0">Declaração de Práticas de Certificaçã<span class="_ _7"></span>o da Autoridade Certificadora<span class="_ _7"></span> Raiz da ICP-Brasil <span class="ff9">–</span> <span class="lsb">DO</span>C-ICP-<span class="ls9">01</span> <span class="lsc">v.</span>6<span class="lsa">.0<span class="_ _7"></span></span> <span class="_ _d"></span> <span class="_ _e"> </span> <span class="_ _e"> </span> <span class="_ _e"> </span><span class="ffa ls9">22</span> </div><div class="t m0 x4 h8 y72 ff6 fs0 fc0 sc0 ls0 ws0">Não se aplica </div><div class="t m0 x4 h4 y1bf ff6 fs0 fc0 sc0 ls0 ws0">4.7.5<span class="ff5"> <span class="_ _2d"> </span></span>Conduta constituindo a aceitação de uma nova chave certificada </div><div class="t m0 x4 h8 y1fc ff6 fs0 fc0 sc0 ls0 ws0">Não se aplica </div><div class="t m0 x4 h4 y286 ff6 fs0 fc0 sc0 ls0 ws0">4.7.6<span class="ff5"> <span class="_ _2d"> </span></span>Publicação de uma nova chave certificada pela AC Raiz </div><div class="t m0 x4 h8 y287 ff6 fs0 fc0 sc0 ls0 ws0">Não se aplica </div><div class="t m0 x4 h4 y288 ff6 fs0 fc0 sc0 ls0 ws0">4.7.7<span class="ff5"> <span class="_ _2d"> </span></span>Notificação de uma emissão de certificado pela AC Raiz para outras entidades </div><div class="t m0 x4 h8 y289 ff6 fs0 fc0 sc0 ls0 ws0">Não se aplica </div><div class="t m0 x4 h22 y28a ff7 fs0 fc0 sc0 ls0 ws0">4.8<span class="ff11"> <span class="_ _25"> </span></span>Modificação de certificado </div><div class="t m0 x4 h8 y28b ff6 fs0 fc0 sc0 ls0 ws0">Não se aplica </div><div class="t m0 x4 h4 y28c ff6 fs0 fc0 sc0 ls0 ws0">4.8.1<span class="ff5"> <span class="_ _2d"> </span></span>Circunstâncias para modificação de certificado </div><div class="t m0 x4 h8 y28d ff6 fs0 fc0 sc0 ls0 ws0">Não se aplica </div><div class="t m0 x4 h4 y28e ff6 fs0 fc0 sc0 ls0 ws0">4.8.2<span class="ff5"> <span class="_ _2d"> </span></span>Quem pode requisitar a modificação de certificado </div><div class="t m0 x4 h8 y28f ff6 fs0 fc0 sc0 ls0 ws0">Não se aplica </div><div class="t m0 x4 h4 y290 ff6 fs0 fc0 sc0 ls0 ws0">4.8.3<span class="ff5"> <span class="_ _2d"> </span></span>Processamento de requisição de modificação de certificado </div><div class="t m0 x4 h8 y291 ff6 fs0 fc0 sc0 ls0 ws0">Não se aplica </div><div class="t m0 x4 h4 y292 ff6 fs0 fc0 sc0 ls0 ws0">4.8.4<span class="ff5"> <span class="_ _2d"> </span></span>Notificação de emissão de novo certificado para o titular </div><div class="t m0 x4 h8 y1b2 ff6 fs0 fc0 sc0 ls0 ws0">Não se aplica </div><div class="t m0 x4 h4 y293 ff6 fs0 fc0 sc0 ls0 ws0">4.8.5<span class="ff5"> <span class="_ _2d"> </span></span>Conduta constituindo a aceitação de uma modificação de certificado </div><div class="t m0 x4 h8 y294 ff6 fs0 fc0 sc0 ls0 ws0">Não se aplica </div><div class="t m0 x4 h4 y210 ff6 fs0 fc0 sc0 ls0 ws0">4.8.6<span class="ff5"> <span class="_ _2d"> </span></span>Publicação de uma modificação de certificado pela AC Raiz </div><div class="t m0 x4 h8 y295 ff6 fs0 fc0 sc0 ls0 ws0">Não se aplica </div><div class="t m0 x4 h4 y296 ff6 fs0 fc0 sc0 ls0 ws0">4.8.7<span class="ff5"> <span class="_ _2d"> </span></span>Notificação de uma emissão de certificado pela AC Raiz para outras entidades </div><div class="t m0 x4 h8 y297 ff6 fs0 fc0 sc0 ls0 ws0">Não se aplica </div><div class="t m0 x4 h22 y298 ff7 fs0 fc0 sc0 ls0 ws0">4.9<span class="ff11"> <span class="_ _25"> </span></span>Suspensão e revogação de certificado </div><div class="t m0 x4 h4 y299 ff6 fs0 fc0 sc0 ls0 ws0">4.9.1<span class="ff5"> <span class="_ _2d"> </span></span>Circunstâncias para revogação </div><div class="t m0 x4 h4 y29a ff6 fs0 fc0 sc0 ls0 ws0">4.9.1.1<span class="ff5"> <span class="_ _8"></span><span class="ff6">Um <span class="_ _1d"> </span>certificado <span class="_ _24"> </span>de <span class="_ _24"> </span>AC <span class="_ _24"> </span>de <span class="_ _24"> </span>nível<span class="_ _7"></span> <span class="_ _24"> </span>imediatamente <span class="_ _24"> </span>subsequente <span class="_ _1d"> </span>ao <span class="_ _24"> </span>da <span class="_ _24"> </span>AC <span class="_ _24"> </span>Raiz <span class="_ _24"> </span>pode <span class="_ _1d"> </span>ser </span></span></div><div class="t m0 x4 h8 y46 ff6 fs0 fc0 sc0 ls0 ws0">revogado <span class="_ _a"></span>a <span class="_ _a"></span>qualquer <span class="_ _a"></span>instante, <span class="_ _a"></span>por <span class="_ _a"></span>solicitação <span class="_ _a"></span>da <span class="_ _a"></span>própria <span class="_ _a"></span>AC <span class="_ _a"></span>titular <span class="_ _a"></span>do <span class="_ _a"></span>certificado <span class="_ _a"></span>ou <span class="_ _a"></span>por <span class="_ _a"></span>decisão </div><div class="t m0 x4 h8 y29b ff6 fs0 fc0 sc0 ls0 ws0">motivada da AC Raiz, resguardados os princípios do contraditório e da ampla defesa.  </div><div class="t m0 x4 h4 y285 ff6 fs0 fc0 sc0 ls0 ws0">4.9.1.2<span class="ff5"> <span class="_ _8"></span><span class="ff6">Um certificado deve obrigatoriamente ser revogado:  </span></span></div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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"/><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y2c ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2d w5 h9"><div class="t m0 x9 h8 y2e ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xa y2d w6 h9"><div class="t m0 xb ha y2f ff7 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y30 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y31 ff8 fs3 fc0 sc0 ls0 ws0">Declaração de Práticas de Certificaçã<span class="_ _7"></span>o da Autoridade Certificadora<span class="_ _7"></span> Raiz da ICP-Brasil <span class="ff9">–</span> <span class="lsb">DO</span>C-ICP-<span class="ls9">01</span> <span class="lsc">v.</span>6<span class="lsa">.0<span class="_ _7"></span></span> <span class="_ _d"></span> <span class="_ _e"> </span> <span class="_ _e"> </span> <span class="_ _e"> </span><span class="ffa ls9">23</span> </div><div class="t m0 x2e h4 y72 ff6 fs0 fc0 sc0 ls1 ws0">a)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ff6">quando constatada emissão imprópria ou defeituosa do mesmo; </span></span></div><div class="t m0 x2e h4 y21b ff6 fs0 fc0 sc0 ls0 ws0">b)<span class="ff5"> <span class="_ _2a"> </span></span>quando for necessária a alteração de qualquer informação constante no mesmo; </div><div class="t m0 x2e h4 y21c ff6 fs0 fc0 sc0 ls1 ws0">c)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ff6">no caso de dissolução da AC titular do certificado; ou </span></span></div><div class="t m0 x2e h4 y1c1 ff6 fs0 fc0 sc0 ls0 ws0">d)<span class="ff5"> <span class="_ _2a"> </span></span>no caso de comprometimento da chave privada da AC ou da sua mídia armazenadora. </div><div class="t m0 x4 h4 y29c ff6 fs0 fc0 sc0 ls0 ws0">4.9.1.3<span class="ff5"> <span class="_ _8"></span><span class="ff6">A  AC  Raiz  pode  revogar  ou  determinar  a  revogação  do  certificado  ou  da  certificação </span></span></div><div class="t m0 x4 h8 y21e ff6 fs0 fc0 sc0 ls0 ws0">cruzada, conforme o caso, da AC que deixar de cumprir a legislação vigente ou as políticas, normas, </div><div class="t m0 x4 h8 y29d ff6 fs0 fc0 sc0 ls0 ws0">práticas e regras estabelecidas para a ICP-Brasil.  </div><div class="t m0 x4 h4 y29e ff6 fs0 fc0 sc0 ls0 ws0">4.9.1.4<span class="ff5"> <span class="_ _8"></span><span class="ff6">As <span class="_ _7"></span>chaves públicas dos <span class="_ _7"></span>certificados emitidos <span class="_ _7"></span>por AC dissolvida ser<span class="_ _7"></span>ão armazenadas por outra </span></span></div><div class="t m0 x4 h8 y29f ff6 fs0 fc0 sc0 ls0 ws0">AC, após aprovação da AC Raiz.  </div><div class="t m0 x4 h4 y2a0 ff6 fs0 fc0 sc0 ls0 ws0">4.9.1.5<span class="ff5"> <span class="_ _8"></span><span class="ff6">Quando <span class="_ _1a"> </span>houver <span class="_ _1a"> </span>mais <span class="_ _1a"> </span>de <span class="_ _1a"> </span>uma <span class="_ _1a"> </span>AC <span class="_ _1a"> </span>interessada, <span class="_ _1a"> </span>assumirá <span class="_ _1a"> </span>a <span class="_ _1a"> </span>responsabili<span class="_ _7"></span>dade <span class="_ _1a"> </span>do </span></span></div><div class="t m0 x4 h8 y2a1 ff6 fs0 fc0 sc0 ls0 ws0">armazenamento das chaves públicas aquela indicada pela AC que encerra as suas atividades.  </div><div class="t m0 x4 h4 y2a2 ff6 fs0 fc0 sc0 ls0 ws0">4.9.1.6<span class="ff5"> <span class="_ _8"></span><span class="ff6">A <span class="_ _24"> </span>AC <span class="_ _24"> </span>que <span class="_ _1d"> </span>encerra <span class="_ _4"> </span>as <span class="_ _24"> </span>suas <span class="_ _1d"> </span>a<span class="_ _0"></span>tividades <span class="_ _24"> </span>transferirá, <span class="_ _24"> </span>se <span class="_ _24"> </span>for <span class="_ _24"> </span>o <span class="_ _24"> </span>caso, <span class="_ _24"> </span>a <span class="_ _24"> </span>documentação <span class="_ _24"> </span>dos </span></span></div><div class="t m0 x4 h8 y2a3 ff6 fs0 fc0 sc0 ls0 ws0">certificados digitais emitidos à AC que tenha assumido a guarda das respectivas chaves públicas.  </div><div class="t m0 x4 h4 y2a4 ff6 fs0 fc0 sc0 ls0 ws0">4.9.1.7<span class="ff5"> <span class="_ _8"></span><span class="ff6">Caso <span class="_ _7"></span>as <span class="_ _7"></span>chaves públi<span class="_ _7"></span>cas não <span class="_ _7"></span>tenham sido <span class="_ _7"></span>assumidas <span class="_ _7"></span>por <span class="_ _7"></span>outra AC, <span class="_ _7"></span>os docume<span class="_ _7"></span>ntos referentes </span></span></div><div class="t m0 x4 h8 y2a5 ff6 fs0 fc0 sc0 ls0 ws0">aos certificados digitais e as respectivas chaves públicas serão repassados à AC Raiz. </div><div class="t m0 x4 h4 y2a6 ff6 fs0 fc0 sc0 ls0 ws0">4.9.2<span class="ff5"> <span class="_ _2d"> </span></span>Quem pode solicitar revogação  </div><div class="t m0 x4 h4 y2a7 ff6 fs0 fc0 sc0 ls0 ws0">4.9.2.1<span class="ff5"> <span class="_ _8"></span><span class="ff6">A <span class="_ _6"></span>revogação <span class="_ _c"></span>do <span class="_ _c"></span>certificado <span class="_ _6"></span>de <span class="_ _c"></span>uma <span class="_ _c"></span>AC <span class="_ _c"></span>de <span class="_ _6"></span>nível <span class="_ _c"></span>imediatamente <span class="_ _6"></span>subsequente <span class="_ _c"></span>ao <span class="_ _c"></span>da <span class="_ _c"></span>AC <span class="_ _6"></span>Raiz </span></span></div><div class="t m0 x4 h8 y2a8 ff6 fs0 fc0 sc0 ls0 ws0">somente pode ser feita:  </div><div class="t m0 x2e h4 y2a9 ff6 fs0 fc0 sc0 ls1 ws0">a)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ff6">por determinação da AC Raiz;  </span></span></div><div class="t m0 x2e h4 y2aa ff6 fs0 fc0 sc0 ls0 ws0">b)<span class="ff5"> <span class="_ _2a"> </span></span>por solicitação da AC titular do certificado; ou </div><div class="t m0 x2e h4 y2ab ff6 fs0 fc0 sc0 ls1 ws0">c)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ff6">por determinação judicial. </span></span></div><div class="t m0 x4 h4 y2ac ff6 fs0 fc0 sc0 ls0 ws0">4.9.3<span class="ff5"> <span class="_ _1"> </span></span>Procedimento para solicitação de revogação  </div><div class="t m0 x4 h4 y2ad ff6 fs0 fc0 sc0 ls0 ws0">4.9.3.1<span class="ff5"> <span class="_ _8"></span><span class="ff6">A <span class="_ _c"></span>solicitação <span class="_ _c"></span>de <span class="_ _6"></span>revogação <span class="_ _c"></span>do <span class="_ _c"></span>certificado <span class="_ _c"></span>à <span class="_ _c"></span>AC <span class="_ _7"></span>Raiz <span class="_ _6"></span>deve <span class="_ _c"></span>ser <span class="_ _c"></span>efetivada <span class="_ _7"></span>pelo <span class="_ _6"></span>preenchimento </span></span></div><div class="t m0 x4 h8 y2ae ff6 fs0 fc0 sc0 ls0 ws0">do <span class="_ _7"></span>FORMULÁRIO DE <span class="_ _c"></span>SOLICITAÇÃO <span class="_ _7"></span>DE <span class="_ _7"></span>REVOGAÇÃO <span class="_ _7"></span>DE <span class="_ _7"></span>CERTIFICADO <span class="_ _7"></span>DE <span class="_ _7"></span>AC <span class="_ _7"></span>[8]. <span class="_ _7"></span>Esse </div><div class="t m0 x4 h8 y2af ff6 fs0 fc0 sc0 ls0 ws0">formulário <span class="_ _c"></span>deverá <span class="_ _7"></span>ser <span class="_ _c"></span>assinado <span class="_ _c"></span>por <span class="_ _c"></span>seu <span class="_ _c"></span>representa<span class="_ _7"></span>nte <span class="_ _c"></span>legal. <span class="_ _7"></span>Quando <span class="_ _c"></span>uti<span class="_ _7"></span>lizada <span class="_ _7"></span>a <span class="_ _c"></span>versão <span class="_ _c"></span>eletrônica <span class="_ _c"></span>do </div><div class="t m0 x4 h8 y2b0 ff6 fs0 fc0 sc0 ls0 ws0">formulário, <span class="_ _7"></span>ele <span class="_ _7"></span>deve <span class="_ _7"></span>ser <span class="_ _7"></span>assinado <span class="_ _7"></span>digitalmente <span class="_ _7"></span>e <span class="_ _7"></span>enviado <span class="_ _7"></span>à <span class="_ _7"></span>AC <span class="_ _7"></span>Raiz. <span class="_ _7"></span>O <span class="_ _7"></span>formulário <span class="_ _7"></span>pode <span class="_ _7"></span>também <span class="_ _7"></span>ser </div><div class="t m0 x4 h8 y2b1 ff6 fs0 fc0 sc0 ls0 ws0">preenchido <span class="_ _a"></span>em <span class="_ _b"></span>papel, <span class="_ _a"></span>entregue <span class="_ _b"></span>pessoalmente <span class="_ _a"></span>pelo <span class="_ _b"></span>representante <span class="_ _a"></span>à <span class="_ _b"></span>AC <span class="_ _a"></span>Raiz <span class="_ _b"></span>e <span class="_ _b"></span>assinado <span class="_ _a"></span>no <span class="_ _b"></span>ato <span class="_ _a"></span>da </div><div class="t m0 x4 h8 y2b2 ff6 fs0 fc0 sc0 ls0 ws0">entrega.  </div><div class="t m0 x4 h4 y2b3 ff6 fs0 fc0 sc0 ls0 ws0">4.9.3.2<span class="ff5"> <span class="_ _8"></span><span class="ff6">O <span class="_ _21"> </span>processo <span class="_ _21"> </span>de <span class="_ _2"> </span>revogação <span class="_ _21"> </span>de <span class="_ _21"> </span>um <span class="_ _2"> </span>certificado <span class="_ _21"> </span>de <span class="_ _2"> </span>AC <span class="_ _21"> </span>é <span class="_ _2"> </span>precedi<span class="_ _7"></span>do, <span class="_ _21"> </span>quando <span class="_ _2"> </span>for <span class="_ _21"> </span>o <span class="_ _2"> </span>caso, <span class="_ _21"> </span>do </span></span></div><div class="t m0 x4 h8 y2b4 ff6 fs0 fc0 sc0 ls0 ws0">recebimento <span class="_ _7"></span>pela <span class="_ _c"></span>AC <span class="_ _c"></span>Raiz <span class="_ _c"></span>da <span class="_ _c"></span>solicitação <span class="_ _c"></span>de <span class="_ _7"></span>revogação <span class="_ _c"></span>e <span class="_ _c"></span>termina <span class="_ _c"></span>quando <span class="_ _c"></span>uma <span class="_ _c"></span>nova <span class="_ _c"></span>LCR, <span class="_ _7"></span>contendo<span class="_ _7"></span> </div><div class="t m0 x4 h8 y2b5 ff6 fs0 fc0 sc0 ls0 ws0">o <span class="_ _5"></span>certificado <span class="_ _5"></span>revogado, <span class="_ _5"></span>é <span class="_ _5"></span>emitida <span class="_ _5"></span>e <span class="_ _5"></span>publicada <span class="_ _5"></span>pela <span class="_ _a"></span>AC <span class="_ _6"></span>Raiz. <span class="_ _a"></span>Concluído <span class="_ _5"></span>esse <span class="_ _5"></span>processo, <span class="_ _a"></span>a <span class="_ _5"></span>AC <span class="_ _5"></span>Raiz </div><div class="t m0 x4 h8 y2b6 ff6 fs0 fc0 sc0 ls0 ws0">informa à AC afetada a revogação do certificado.  </div><div class="t m0 x4 h4 y2b7 ff6 fs0 fc0 sc0 ls0 ws0">4.9.3.3<span class="ff5"> <span class="_ _8"></span><span class="ff6">O <span class="_ _5"></span>prazo <span class="_ _5"></span>para <span class="_ _5"></span>a <span class="_ _5"></span>revogação <span class="_ _5"></span>de <span class="_ _5"></span>certificado <span class="_ _5"></span>de <span class="_ _5"></span>AC <span class="_ _5"></span>de <span class="_ _5"></span>nível <span class="_ _5"></span>imediatamente <span class="_ _5"></span>subsequente <span class="_ _5"></span>ao <span class="_ _6"></span>da </span></span></div><div class="t m0 x4 h8 y2b8 ff6 fs0 fc0 sc0 ls0 ws0">AC Raiz é de no máximo <span class="_ _7"></span>24 (vinte e quatro) horas. O prazo cont<span class="_ _7"></span>ar-<span class="ls1">se</span>-á a <span class="_ _7"></span>partir do recebimento pela </div><div class="t m0 x4 h8 y2b9 ff6 fs0 fc0 sc0 ls0 ws0">AC <span class="_ _7"></span>Raiz <span class="_ _c"></span>da <span class="_ _c"></span>solicitação <span class="_ _7"></span>de <span class="_ _c"></span>revogação <span class="_ _7"></span>da <span class="_ _c"></span>AC <span class="_ _7"></span>titular <span class="_ _c"></span>do <span class="_ _c"></span>certificado <span class="_ _7"></span>ou <span class="_ _c"></span>da <span class="_ _7"></span>determinação <span class="_ _c"></span>de <span class="_ _7"></span>revogação </div><div class="t m0 x4 h8 yd7 ff6 fs0 fc0 sc0 ls0 ws0">emitida pela própria AC Raiz. </div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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"/><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y2c ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2d w5 h9"><div class="t m0 x9 h8 y2e ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xa y2d w6 h9"><div class="t m0 xb ha y2f ff7 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y30 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y31 ff8 fs3 fc0 sc0 ls0 ws0">Declaração de Práticas de Certificaçã<span class="_ _7"></span>o da Autoridade Certificadora<span class="_ _7"></span> Raiz da ICP-Brasil <span class="ff9">–</span> <span class="lsb">DO</span>C-ICP-<span class="ls9">01</span> <span class="lsc">v.</span>6<span class="lsa">.0<span class="_ _7"></span></span> <span class="_ _d"></span> <span class="_ _e"> </span> <span class="_ _e"> </span> <span class="_ _e"> </span><span class="ffa ls9">24</span> </div><div class="t m0 x4 h4 y72 ff6 fs0 fc0 sc0 ls0 ws0">4.9.3.4<span class="ff5"> <span class="_ _8"></span><span class="ff6">Um <span class="_ _a"></span>certificado <span class="_ _5"></span>de <span class="_ _a"></span>AC <span class="_ _5"></span>revogado <span class="_ _5"></span>somente <span class="_ _a"></span>pode <span class="_ _5"></span>ser <span class="_ _a"></span>usado <span class="_ _5"></span>para <span class="_ _5"></span>a <span class="_ _a"></span>verificação <span class="_ _5"></span>de <span class="_ _5"></span>assinaturas </span></span></div><div class="t m0 x4 h8 y1dc ff6 fs0 fc0 sc0 ls0 ws0">geradas durante o período em que o referido certificado esteve válido. </div><div class="t m0 x4 h4 y1c0 ff6 fs0 fc0 sc0 ls0 ws0">4.9.4<span class="ff5"> <span class="_ _2d"> </span></span>Prazo para solicitação de revogação  </div><div class="t m0 x4 h8 y173 ff6 fs0 fc0 sc0 ls0 ws0">A <span class="_ _5"></span>solicitação <span class="_ _a"></span>de <span class="_ _5"></span>revogação <span class="_ _a"></span>deve <span class="_ _5"></span>ser <span class="_ _a"></span>imediata <span class="_ _5"></span>quando <span class="_ _5"></span>conf<span class="_ _7"></span>iguradas <span class="_ _5"></span>as <span class="_ _a"></span>circunstâncias <span class="_ _5"></span>definidas <span class="_ _a"></span>no </div><div class="t m0 x4 h8 y1fd ff6 fs0 fc0 sc0 ls0 ws0">item 4.9.1 desta DPC. </div><div class="t m0 x4 h4 y2ba ff6 fs0 fc0 sc0 ls0 ws0">4.9.5<span class="ff5"> <span class="_ _2d"> </span></span>Tempo em que a AC Raiz deve processar o pedido de revogação  </div><div class="t m0 x4 h8 y2bb ff6 fs0 fc0 sc0 ls0 ws0">Conforme estabelecido no item 4.9.3.3. </div><div class="t m0 x4 h4 y2bc ff6 fs0 fc0 sc0 ls0 ws0">4.9.6<span class="ff5"> <span class="_ _2d"> </span></span>Requisitos de verificação de revogação para as partes confiáveis </div><div class="t m0 x4 h8 y2bd ff6 fs0 fc0 sc0 ls0 ws0">O status dos certificados (para certificados revogados) estará disponível conforme item 2.1. </div><div class="t m0 x4 h4 y2be ff6 fs0 fc0 sc0 ls0 ws0">4.9.7<span class="ff5"> <span class="_ _2d"> </span></span>Frequência de emissão de LCR  </div><div class="t m0 x4 h4 y2bf ff6 fs0 fc0 sc0 ls0 ws0">4.9.7.1<span class="ff5"> <span class="_ _8"></span><span class="ff6">A  LCR  da  AC  Raiz  é  atua<span class="_ _7"></span>lizada,  no  máximo,  a  cada  90  (noventa)  dias.  Em  caso  de </span></span></div><div class="t m0 x4 h8 y2c0 ff6 fs0 fc0 sc0 ls0 ws0">revogação <span class="_ _c"></span>de <span class="_ _c"></span>certificado <span class="_ _c"></span>de <span class="_ _c"></span>AC <span class="_ _c"></span>de <span class="_ _c"></span>nível <span class="_ _c"></span>imediatamente <span class="_ _c"></span>subsequente <span class="_ _c"></span>ao <span class="_ _c"></span>seu, <span class="_ _c"></span>a <span class="_ _c"></span>AC <span class="_ _c"></span>Raiz <span class="_ _c"></span>emite <span class="_ _c"></span>nova </div><div class="t m0 x4 h8 y17b ff6 fs0 fc0 sc0 ls0 ws0">LCR no prazo previsto no <span class="_ _7"></span>item 4.9.3 e notifi<span class="_ _7"></span>ca todas as ACs de nível<span class="_ _7"></span> imediatamente subsequente ao </div><div class="t m0 x4 h8 y17c ff6 fs0 fc0 sc0 ls0 ws0">seu.  </div><div class="t m0 x4 h4 y2c1 ff6 fs0 fc0 sc0 ls0 ws0">4.9.7.2<span class="ff5"> <span class="_ _8"></span><span class="ff6">Quando <span class="_ _21"> </span>da <span class="_ _21"> </span>revogação <span class="_ _21"> </span>de <span class="_ _2"> </span>certi<span class="_ _7"></span>ficado <span class="_ _21"> </span>da <span class="_ _2"> </span>própria <span class="_ _21"> </span>AC <span class="_ _21"> </span>Raiz, <span class="_ _21"> </span>deverá <span class="_ _2"> </span>ser <span class="_ _21"> </span>emitida <span class="_ _21"> </span>LCR <span class="_ _2"> </span>com </span></span></div><div class="t m0 x4 h8 y2c2 ff6 fs0 fc0 sc0 ls0 ws0">período <span class="_ _2"></span>de <span class="_ _b"></span>validade <span class="_ _2"> </span>igual <span class="_ _2"></span>ao <span class="_ _2"></span>do <span class="_ _b"></span>certificado, <span class="_ _2"> </span>encerrando <span class="_ _2"></span>a <span class="_ _b"></span>emissão <span class="_ _2"> </span>de <span class="_ _b"></span>LCR <span class="_ _2"> </span>por <span class="_ _2"> </span>esta <span class="_ _2"></span>Autoridade </div><div class="t m0 x4 h8 y2c3 ff6 fs0 fc0 sc0 ls0 ws0">Certificadora.  </div><div class="t m0 x4 h4 y2c4 ff6 fs0 fc0 sc0 ls0 ws0">4.9.8<span class="ff5"> <span class="_ _2d"> </span></span>Latência máxima para a LCR </div><div class="t m0 x4 h8 y2c5 ff6 fs0 fc0 sc0 ls0 ws0">A LCR é divulgada no repositório dentro de um dia útil após sua geração. </div><div class="t m0 x4 h4 y2c6 ff6 fs0 fc0 sc0 ls0 ws0">4.9.9<span class="ff5"> <span class="_ _2d"> </span></span>Disponibilidade para revogação/verificação de status<span class="ff8"> on-line</span>  </div><div class="t m0 x4 h8 y2c7 ff6 fs0 fc0 sc0 ls0 ws0">Não <span class="_ _a"></span>serão <span class="_ _a"></span>aceitos <span class="_ _a"></span>pedidos <span class="_ _b"></span>de <span class="_ _a"></span>revogação <span class="_ _b"></span><span class="ff8">on-line</span> <span class="_ _a"></span>ao <span class="_ _a"></span>sistema <span class="_ _a"></span>de <span class="_ _b"></span>certificação <span class="_ _a"></span>da <span class="_ _a"></span>AC <span class="_ _a"></span>Raiz. <span class="_ _b"></span>A <span class="_ _a"></span>única </div><div class="t m0 x4 h8 y2c8 ff6 fs0 fc0 sc0 ls0 ws0">forma de consulta <span class="ff8">on-line</span> de status<span class="ff8"> </span>de certificado é a realizada por meio da LCR. </div><div class="t m0 x4 h4 y2c9 ff6 fs0 fc0 sc0 ls0 ws0">4.9.10<span class="ff5"> <span class="_ _21"> </span></span>Requisitos para verificação de revogação <span class="ff8">on-line</span>  </div><div class="t m0 x4 h8 y2ca ff6 fs0 fc0 sc0 ls0 ws0">Não se aplica. </div><div class="t m0 x4 h4 y2cb ff6 fs0 fc0 sc0 ls0 ws0">4.9.11<span class="ff5"> <span class="_ _21"> </span></span>Outras formas disponíveis para divulgação de revogação </div><div class="t m0 x4 h8 y2cc ff6 fs0 fc0 sc0 ls0 ws0">Informações de <span class="_ _7"></span>revogação de <span class="_ _7"></span>certificado <span class="_ _7"></span>de AC <span class="_ _7"></span>de <span class="_ _7"></span>nível <span class="_ _7"></span>imediatamente subsequente <span class="_ _7"></span>ao da <span class="_ _7"></span>AC <span class="_ _7"></span>Raiz </div><div class="t m0 x4 h8 y2cd ff6 fs0 fc0 sc0 ls0 ws0">e os autoa<span class="_ _7"></span>ssinados da AC <span class="_ _7"></span>Raiz também <span class="_ _7"></span>podem ser divul<span class="_ _7"></span>gadas por meio <span class="_ _7"></span>de sua publicação <span class="_ _7"></span>no Diário </div><div class="t m0 x4 h8 y2ce ff6 fs0 fc0 sc0 ls0 ws0">Oficial da União ou na página web da AC Raiz.  </div><div class="t m0 x4 h4 y2cf ff6 fs0 fc0 sc0 ls0 ws0">4.9.12<span class="ff5"> <span class="_ _21"> </span></span>Requisitos especiais para o caso de comprometimento de chave  </div><div class="t m0 x4 h4 y2d0 ff6 fs0 fc0 sc0 ls0 ws0">4.9.12.1<span class="ff5"> <span class="_ _2f"> </span></span>No <span class="_ _c"></span>cas<span class="_ _7"></span>o <span class="_ _c"></span>do <span class="_ _6"></span>comprometimento <span class="_ _6"></span>da <span class="_ _6"></span>chave <span class="_ _6"></span>privada <span class="_ _c"></span>de <span class="_ _6"></span>uma <span class="_ _5"></span>AC <span class="_ _c"></span>de <span class="_ _6"></span>nível <span class="_ _6"></span>imediatamente </div><div class="t m0 x4 h8 ya2 ff6 fs0 fc0 sc0 ls0 ws0">subsequente ao da AC Raiz, a mesma deve notificar a AC Raiz. </div><div class="t m0 x4 h4 y2d1 ff6 fs0 fc0 sc0 ls0 ws0">4.9.12.2<span class="ff5"> <span class="_ _2f"> </span></span>Uma AC deve <span class="_ _7"></span>garantir que <span class="_ _7"></span>a sua DPC <span class="_ _7"></span>contenha determinações que <span class="_ _7"></span>definam os <span class="_ _7"></span>meios </div><div class="t m0 x4 h8 y2d2 ff6 fs0 fc0 sc0 ls0 ws0">que serão utilizados para se notificar um comprometimento ou suspeita de comprometimento. </div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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ZGxvTplZUQnRjmu49MaZP87FVQgaJiiXTSPH3+cEJBSIuIUJFjBH/pEGq7QKNQAVGmqH/vxvSaljK40F0JAQoHj6jvf7KyN31Ry+K7vny+y1zgSF5AgdlPYLd3H/23ozGhNWKG55t1t36zI21xqqDKLksz8KFgkVMqskzpqfOchU7NHjUnrpwTBZwkkK/ENZ/YtP75xzcmtZbY6iZH3djMClSxEi2G39LnqiStmRgsh7r83gzTi49kN3OLrJN7Z6+pnRtzVDpqHPP1QAkAkJAQoNVZLDuh9VnqRC7f2vzoEFAAoET9rr9Ez77wEhYxmklbm77h3/fxiXgVCE3dcxvUrT2/pGpe+6MjqAxUnG8AGCKDy92wO/YBkZnK+XPXh8ZWfHFs1rFOvZ4bcNTK1rwjOhD47yStPbn111393VB7jSBRwAxWZFXIx1L168OsFR1bO7Xf934bcpnZtYuFAZ+xVPvY+AEC1bGwfhhmdNfPIFUniQHagSsk0b/MnVoXssew7oYAr43KeGfmn5gs3EsC60j23/O/ZYmuV1+iJwEZ2G/zYz29trcxtQFtApep7fQSZ0aaKQ1O+f+LN3Uu4S80vObbxxlXPbq0+KgucEP3Zix48ECFUc+MLuxe9uGWhvU0JB7F1+gbxUO3pK76+H126R+a83tpQaaqtkxu8lSCByPH6zJFvjX8kQlA3f22J0XM/vWcSbG7lMZwIxIRGLj68PlAajxoUCSHRoaIGASostdUWveRjCJoF+/PbPh2d1n9AXBcT2V/Z+aVdIJeH4gRayYWpWSN66tI5UUF92f7KE4dq83nTMBBHeGPvtwnhsff2ndJWqRJiqwQfAAySeUfl0cAOYCPnw8bE58wecN21nYcFtRUdocFuaQygO/QaITKiKEXYMVNNk+KmplnVPzxzwbXPdYtKcdDddqC1+TvuWDnPd6ga0PbD6R0D4rL2lJ04UpffNOddNPI9vae8MeYh5rSr0Ary9d/9fXXxTlcKJhJAA7M9v/Hj67qOTNBE/u7ot6Ylh8df32d8TqeuzJ+114zqYARZqoShqX1CRNXmsweKa8oGxWQbG/TVFoMMnCNw5ByBAGIU4V/PeKlzaHyjn64guCZjSE9d5x3VR31J8NP6UgIoMVTI3kKDDCBEqW6MRiCAGoR7el+rFTRNj00EAAJhraGuw6LvRLnAUHrf+pdVII5K7j+nz7VXZgzUCsoWBoAAAR7pc+O8EbPUTIEAdpL15oYIjVbiskW21ZmNJpu51massxga7OZIpTYzNA4dkXMEK5eLDJUnas5aud2vjVZuquEAOk2EAF6WGUkM3t675Ex9ef+4LomhMQmhuki1Nieh65WdB6qYIxG8SYbaMBh7Lugz8umav7ocHMEM0prinesLd42OyVl608thgqp55RNH2keH3BLClI6+qlCMDYkAIKUghAjKaKXW5ZE5rQ4OUGat31V0ZH9J3urTWw/UnLQLxANEO+1cQoAhKb0T1NFnbdVusxEBwIz2b05v+Ob0Bke2PgIoZZag0XWLTp3Zd/LkrsNCQERs4zB4q9FP1OhmZI1uXHaIqEGyVDbU7i7JLZZqyZ+ekRhtqNq/7uT26dkjmx1UHJzYI0Yd3ryGkhFq5IbTVcWb8vdsLNx7oCyvkutlJI7k6g0246SEgmJkSv/PT/0AAWywxqCmWZRP2yvyyyt+XLPnsp3dXx3/50HxXfH8op+u7TR/1P3u0VQiAoR6u2nx0Z//tWPRGXOFb8dkRp8eWjk1ewS4VaP0Zk44TOs2RgA/BIIMfEdJ7rr8nSdqzx6sPnWmtsyKktNUd5jN7mWzsTleGAGeG3Z3vdW4tnCnDWVoyX4gABujzbW5k7579KnBd97dd1K4qD5v6GNj2UU3lx0AohShs/pMsnHp4U1v+N0wt7viaI29AQJHYjWk6JvU1fdTC7f/fcP7H+QutzaCJXhTRAxAlFmqJnZocp9D9QX7qvOa6ULniITvrnvx4wMrX9j0aaVskBj3IQw8oxEIAFAlGR779Z2DpSc+nPS4oo3iRW1cIcYuBXRH9HZTvcUYwpSBCBAViTptlO81X9r2+dtH/se9s04ICaNE7eiU/pd16pEW3qlXbEZGZKKCiTeteK559B0M5Zy+19zUY2yxvvJw5am8uqIKU12BofRMfVmhscJoN8vIuc+GF5nRVyfX31s2dXBC946FPgfaVn50/vYvAuWLO4pIEQR0eRVcCFV4T+oGsC88vIb7SfjBvpGZq296I14Z5ub7kARQazEEN4cpUqGJ1KX11KW5qzgTtx+rKjhaVfDloXUbyva55xohgI3xw5X55w19jmAFWWqiDIkAGmTLmhNb//rj2xWg9xsSIIQwMSRcHWqz2gLJvoCM+TAfRYbKSks9MD8B/Wu7jOik9Fqi0UK2gvrSQA9vtFuOVpyxkiQD58AlkDmRzGXivE9s51RtnEAYzlSD4roOisuemj3yxiVPrS/f22hEERAA82PR/i7oEwDsrjyW+cE09zIIkixbZLsNJDlAcqaDO+wf1zVKDC232lplNlTUV9tB8rv33S5LztQuIkS0k7yz7PjbexafMZUHWnglpCd+fGtL7VEvExkB+kZ0/m76S6na2MaN5KFMOTi5509le7lbZgsCxYdEnRf0GQDZSa7wqPbYlNHkTG71F2xjhLf1mCC2nh7pFBmjBFFCu6818/6B71Mi4q/KGioiKzfVvL9z6aLja+2MB4qncoAwUf3A0Bt/XT3PI3eRABD2Gk7evOzZ+eMezo5OEZlgtFsW7l/1yq4vJcGD1o3k6kFJPc6b7Ddjn/mzHNAh+lmK+IlZl5/D86Vo4xJDdCctpb6A1vKGuRtei/rpfYbMKJnNCtm1qwv9ph5JsoSA47MuS1BFFdlrvHpAANuqj479Ym5iqE4hiHUmQxU3uKB3DqfIcUa3sQmh0W2FfjvlMDcxtHGK8GcH3PHTzHd0Ku05XEgNwtwBMxRNif/ebkSVYKpgRpNSJiQgUHNhRHwfv/u0KxpqZODhqH5s8C1+L0gIZoV0ylZ+zFxchnovqQ9nmheGzP732LkCnReGOWjkEVAgjCBVv07Zr4x9KCem8zlvoEKAB/pdp0Dxb5vfM4C1GTdK4Gyorvuzo+9J1cbnfHq7SSF5fe2kvuRQdf5AXdYD/aZFqsP/uuHtKjJQS/QfEgFgNGneGf/4DdmjWZtu/PCDvgYVt/YYX8fNrbqQEhVhCo1WpdGpw2M0kclhcZnRSRGKEMEVkHb8HSqqZvWZZBb8OJlRXK0CX1cXRGT39psyOKnHypNbTtUXn6orrrbU27gdATWCMjYkKiMiIS2s04jknGEpvZUocqD/jHrwQO0p30E6UpTXV5epQDazx7iRKX03nd2fX196oq6wuKHKYDEZJZNFtnHOmcCUKEYotYlhsSna2MsTeo3LHBSrjmBuHVEAu7vn1WbyY/8MS+jtEMNBcdlzekzxAzqxMFEDgbNoWxvBCTpVrbkLB/qsqdIBAXAgxykiMhEAKABFT/Ir4AFjAW9NHBz5mB5YOM6OawUWHoYZBoOBF/rksmBagb6fhAv3jFm3K7niSS2eyOeR9e+FZuPtGtcWbMVYN/YWsZnn9+6eFztCgSB21atpxqf0uCkG2FfmNSFABqqzNZQbq0/VFhfoy0qMVZWWugbJYrJbbbKdgFRMEapQh4jquJCoZG1sZkRCF11qXGiUVlQ7eCGvJP9GotjrdaCB932XEwFAgHCxV146BDM1PYbBU2iaJ/AcP/RK0vaWOi8zzDGkAXf1kfNwvWqbcWfJkU/3LvulcL+RrG6clCMqiv6XQQKlLEQrtNOyR80eOK1rZJIaRQwyyHXRNP/oc6CTdcWrT21fW7B9R1muQTLJ2Kr6Qk3ihgRKEhJCdVemDrwmY+io9P7hipBL8Luh7yaOHOiksezjXd9/eHCZgVlbsgadPEKQFjAj6BOW/vpVj16e0FMF7BL6jbJPAMgBlp389f41r1SQ3m/iefBABxwuglCumJw5/NVxDyZpoi+h70S/0Fj11IYPlp7ZbHKmY/hT0AQiYaigTtTGxIfqwpSaMGWISlACoF22G+wmvc1UYqgoNlaZuJUHNkeQoLM24Z5e107pekWXyER2sa4ETXpfBvri6I/3/PCyjcm+PImCY5JSNzy57/SeY69I7RsmqgXHKQ/e9AJJQFXW+nV5OxYdXLW/Mk+PFh7AlkGAMFn52eTnpmYNw4scfQCwAU1Z8vi60p1u2KPIWRwLf3zobXfkTNYKKocDEmBiNL3nyDAsMJT9e9PCr06stwrceQCUxzGzHIClq2L/N2N+78g0hnhRow8AR6rP3Lzi2SP6MwSQrI69pdvYGdmju8WmhzAFQFDweOXgc6Cz+oqdpUe/yF33Q+EuG3LP4n5ARBGo+cewe+7rN1WB7KJGnwBKrLW3f/tMui759Ql/DhfUbSWQEvBfig/OXv2vfEs5AHP45Y0hAYWMT/S/7e/D79A43YKLE30iQDTYTEpBoRJEoLYs80EA+fqyd/ct/f7ELwXmCvJONMeh8T0/nPBEt6iUi9XbouYd/rZpNbJpytePbanJ9bJhEWhcp4ErZsxXXhzeAPPvQkH70gHRQsj8Kx+MIrXXpksC+Llk35e566WL40gEYd68eefjvpSkjZnSdSS3y4eqTskgu4gs5Iz/dHqn3twwLKWvgjGCC9kSwvNbO4sDPbD+tQ+PrfCiAUWOi8Y/fXP3Kz0t1Ate8/zet8e5A6aHS6pGzeM0kBgtPvGz/AclRKmF/3cU2XeI/5aSI7esfK7IWu3+vhrEl0fcP0DX5Y84AAigFMQsXUqUMrSZIuTYQar2/Wf313/d+oFXpQd0uAV/RIUOiAS9w9OW3/yfZLUOAoTPfNH3MjnJsz5Pu0xTBKiyGKYt/duW6lyOHC6gMj4Z6rgFVz81MqkvYtCah4Ak4iIKbnuWUAYS2m0FJIACc9WYBfcW8KoLLP6VoYr9+fb3UzUx6BNDZr4sTYm1/rPDPzywcr4E3MX9ox3kOd+88NK2z0stde2kKFM1ujkDpzEOF1jo8Yyl8tZvny601JBjr4ObtIuNs58TEdChivwVJ379z4Fv0sM7cbf9HhxgW8XRz8o3HK8+++zwWekR8UJbTwMG8MDA60/UnFmct9HCbe5BTL9VA/2ed+7+aaC/waf6m9/jWwNdqvknQUfOC2tSqxxha/2xEYvmLJj41OiUHESfjBKZeLGplgMJADLAsC9mx2qits/8ROUoxwdgAXnA27cdg9J/DPnT7T2uEgjDVSFhCnXbEkEAIAMVm2qKjJUWyfoHFfYf83e+svu/MvMufJimjPn59vfTQ2LRXe9zoJe2ffGPHQtkdG3eRtAqNJd36jUx+bIHB03/dP+KJac3bS06aAKrcyM4YZom9snL77yj91VCG9HCrpg9uaWZ/OFUEAGgWbZ9dGD5G7u/KbBUuitRJEhVxT7Yf/r9/a/TCEqn3rdzOVGje374nAgxlKOT9TLazesLd+2rOUkAR+sKfyzcZQIruEq2RanCHrrsZslub7CZ2071u6ccAv4hXVwEAI2gfKj/9E0zP8xQx3kcCwB0xlb1xLYP3t271JE3xwBAZMLMnIm39hyvRNHj2+hM2/O9iVahuSdnyqwBU7SqELjU/NnQyeqoPw+6SeDMa/mQkd7cu/hUQwUAYaGh8tZl82SB7CQfrD5p4x6pv5HKsJSQ2FJzTZWlzp2OVzNFTkwXBpimjf9s8tMKYpdSpLyNR0CrbP/44Ip52z+tkRpceZSO/S+QoopZM/1VsdJQa7FZHJ5lb206AQFioamy0l4PAHU2Q53N4K4XUjVxMYowBJQsNgAoNJUYuTWKaf5QdJhbebGWVxdqKSXWWeDRLd3QgTGoBcXcftOA4C+b33aqdJdyLbRVLT6xEWXiVuDoyp8lIBnow+3frTq7ze/NHh54w4TMwe4FkJXAGOAfxEXyf+RfSzkCQQ1moJ/VS+Ypix//tfKQZ4oU3ddrqujyuBqz7BEBh6b2SY6K9Xvz7tFpGIC0+Ityd2UAAAlzSURBVEOoA0A6VFWwoWC3jUt9YjIvS+4VqQz1gs2RhmyWrT+f2Xu8plAiuV9c1hUpOSpBgT728Rl9+Q+nd9RY9L1jM8dnXuZaO5u+mFuVf9ZQ5ruDPEYZLm4/e/iuFS82HubguHcVN+jJ5OfpEeIgPJw1lRZUSmztnPeSnccQYofVMo5mR1qXv/PuVf+sIiMACBwzVXFLbvh3n+h0wCYbFwHsSI9vfO+D3OWOjZgCx2cH3vH0sDs9SrNx6d/bv3xz19f1aCYEkbPJyYNfmfDnrND4xqybetly/7pXC6xVDpKzEWSlLEzKHCY8+dzT64p3aUJCCqwVpVJdDTXUUoMV7I1TQUGCo6yf48cNYK2hhga0ZsQkh4aEpEYnzOw10bV/oSOi31i7b2vJkVlrXnp979d6srgiaVDDG1bnbZE57xQWE6nWAqCV2749+vPjG99Zkr9JdlF+hLCzLFdvbsjSpUSqQjnAidqiuetf+zh3mZlJjqtxpOP6oq8OrlUKypxO2QKyk3UlM75/andtnnt5SQDUCdq3R/9lYuZgp7fFAcZ98+dN5Qe8hOb27Ks+mPD4X35686PDy9yxjVNFnpj9TShTNrKpBB130bUBX3Vq25/W/KuGGlz2iGd1SIIwrvpq6gvj0wc9/ctHrx74WkYZgHnG/AkJkzBy5W1vfntw3Tv7lugFmx/tQIgEE+IHzL/mkSfWvbW6aAd5rgmMYP7Q+/8y8AYEEgGg1mJYmruxzFTtKzRKEBXAlK5CfI2VRs2ydcGBVWoSp3YZHh8W3ZHPOjFz+7zNC97bt8Qo2J3z3ltMiBD1gvWBH+bfljP57f1LZOb0hMhrjBCKoe76pU+cMZZLgl8mHIkBEayr2Lt70X21dqPHFRCQoE9o2szeV2Ejyxau0m4vO5KnL3LX72qmSA/rlBASjQBJGl12ZMrp+hI7yADACIx28zObPpzde0p4iLYNkeIAe8qPrzm1rd5ilF31UNw1SKM+9PDgnUYANhnGbl/eV5n3Y/FuLgAEql3rerPAUvni9v8j/yezufgPgFPmMhDAc2uL90YVjlQp6b0uowJhbp/rH73sJp0q3PngDpat1mb88sAPEhICnNGXv3Po2+7RGVtv/0QNyAgJwQTSwHdvP8HLrojve13mCAQY0Cn78qQeQpvm/h3TF4/84r4K2dDeJ/QJHDSoakAreXKUfvhO52azwHtekQTOVKgwk6359PrZXSe9P+Ex92LUzh2jUUrtA4OmOe6wpfjIeweWIIAIyMiZqCwCc9SG7RuT9dDA612LVttqZ/mVzYt8RaZV3lMAfDxql4kcb8saf23PkbOW/bMWTe562atLCo6TU4eVmKt3Vh8NJA7I2bT0EfcMmXHH0mdKpIBHRkTJ6vsHXM+8S416DDvtLzv57bGf0iMTlVx0VOhvehRZSNREAdGp2uLOkYkM2maddSAjA3ywd/nXeT/RudQdwuYtrkZMGUGSSjdv2Kzbe00QgfWbtXDZ8U1v7Ps231zueQFCwstjerw4Ys7QpF5nDRV/Xv/m2uIdMnoUDmCE/aO73NJ97N29J4crQ1ZNf/X5LQt+LNxtJCu67elhAOMTBs4bMbtPTAZ6i4VPZJEDSCAX1JVlue1r4EAF9eVxYdGhrpJ1bWuPH609O3jhrAZmo3aznBSczep29bOjZndSRbgnwefWFd64+Mmj5qJGcBWcjYnv//l182JVYQ4nwAbyrcueX3p2c2NZM0ZwU+aVn0z6uwbFxjCLDHx31ckZS/5eaK8BcC7LI2J7rbnxjRD0e7SZz4lPPtEkd/Id2j7CTmQDmr3234vy1rpVQgUE6BKRHKuOdO3YbZooDsOLPDzTxnPAPN8nACCGLDYk8pbssdO7jfFNUieiesm8oWD318d+Omsoz4hInNnjqlFp/RrriDu6WmaqfX/f9/sqT1SZ9enhCVck9bml57gIhYaadlQ7199DVac/3L/sWN1Zuyz11XWeO2B6dlSyX/evQ+TzfHBwxcM/v+55WjrqmHbfrEVJ6shWn8/kE/NzO/28OTqHO5LaA+tTl94JitF1MPOsWZEVzy/0BJBXV/z0hvd9DqqnK1MHJKkjsTWHCQTJOPi3KIkYtrDJHINktBxeFWCLR6Sw8yv1pw1l96x9uZaZ3TQcAEA8C39s8M3YNgqOnNVq/dKB2OiBBXtant+aAYH5Rkco1n9Xzpvsy0Ar87ffv/LlEqp3S1tHAIjjoQunPjcwPhsDd7BVFlELC3mTSLf+rNkgPm/mO+Lvr2ocT7Ot9Mjdy/9Rh2aP+Uwkymze6DlXpvRz6csLOYNc/F0QbzyLGDnQydri7/N+eWv/khpm9iLfBcJH+t80u+81gnuJ5Evo/xbwXef3gAz06cFVj254q0GwkbfyRBVn9/S89vkrZokXTYw4CIvztx2wSUAyUaW5ftmJzf89vn5Hea7f6sc9w1JfHfngmPT+yg4cKjgf6ANZgdbmbRvTeZCGKQQA9D7Eyqk3vLhHDmAHeUvR4flbFm4pPWxkfkgoh3eZoYhZdfPr3SIvlq2KrUCfALaU5U7474PJ2rjRaQNn9BxzeXJvBTDRUSDWbRgcK6QMJAGdqC1cfnzz5jN7N5ceMjO7z5EsTR5iN03S/256tas24SJMSWkBfQIoaKiY8e3f9xhOOhJRRGJaUZ0aHp8YGqNVarSKEDUqCUACyShZGmzmCnNtoaGi2lxnx8YTrPzoLUbYIzx1UubQe/tNTQuLhwvp9N22Ql8Cftfyf/63YCNHDk3VZrGRVAnE6HoJu/s7jmMdHs6ZMW/kbA2KcBE3sRkHERH2lB3/Pn8TZ7zRfAF3xiuwlePzDgGgigvDkvpMzxo1LLl3D126iBd7gSSxOQeRoLC2PAxCbNxgRzo3xYAASKiWxGldRz054q6u4QkCuY6RoQvbl/rNmkcGKrPV/5q/b8H+lduKD1qYJDEKJqblODtGIWP3iLSbe40fmzW4Z1S6qvHIBgrm7N9LNo/LZpeI11iNpfqqk7WF+YayEmNVlaW+wW4xS1abbOcESkFQC0qNqNKpwxNCdSnauM6RSQnhMUnaGBVTwB8yGb9joO+XqGkcGDfqGuGSPLemBbvuOQaJyE+VdwbInFXCWh1n53BxlMNoK9lv2yYDMYKLVimdZ5vvIldT4vlGHy/mERAvyf7Fq3ku2TyX2iX0L6F/qV1C/xL6l9ol9C+hf6ldQv8S+pfaJfQvoX+ptVH7f2zA/k/CuUabAAAAAElFTkSuQmCC"/><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y2c ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2d w5 h9"><div class="t m0 x9 h8 y2e ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xa y2d w6 h9"><div class="t m0 xb ha y2f ff7 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y30 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y31 ff8 fs3 fc0 sc0 ls0 ws0">Declaração de Práticas de Certificaçã<span class="_ _7"></span>o da Autoridade Certificadora<span class="_ _7"></span> Raiz da ICP-Brasil <span class="ff9">–</span> <span class="lsb">DO</span>C-ICP-<span class="ls9">01</span> <span class="lsc">v.</span>6<span class="lsa">.0<span class="_ _7"></span></span> <span class="_ _d"></span> <span class="_ _e"> </span> <span class="_ _e"> </span> <span class="_ _e"> </span><span class="ffa ls9">25</span> </div><div class="t m0 x4 h4 y72 ff6 fs0 fc0 sc0 ls0 ws0">4.9.13<span class="ff5"> <span class="_ _21"> </span></span>Circunstâncias para suspensão </div><div class="t m0 x4 h8 y171 ff6 fs0 fc0 sc0 ls0 ws0">Não <span class="_ _a"></span>é <span class="_ _5"></span>permitida, <span class="_ _a"></span>salvo <span class="_ _a"></span>em <span class="_ _5"></span>cas<span class="_ _7"></span>os <span class="_ _5"></span>específicos <span class="_ _a"></span>e <span class="_ _a"></span>determinados <span class="_ _5"></span>pelo <span class="_ _a"></span>Comitê <span class="_ _a"></span>Gestor, <span class="_ _a"></span>a <span class="_ _5"></span>suspensão <span class="_ _a"></span>de </div><div class="t m0 x4 h8 y172 ff6 fs0 fc0 sc0 ls0 ws0">certificados de AC de nível imediatamente subsequente ao da AC Raiz. </div><div class="t m0 x4 h4 y173 ff6 fs0 fc0 sc0 ls0 ws0">4.9.14<span class="ff5"> <span class="_ _21"> </span></span>Quem pode solicitar suspensão  </div><div class="t m0 x4 h8 y174 ff6 fs0 fc0 sc0 ls0 ws0">AC Raiz ou AC subsequente, aprovados pelo Comitê Gestor. </div><div class="t m0 x4 h4 y2d3 ff6 fs0 fc0 sc0 ls0 ws0">4.9.15<span class="ff5"> <span class="_ _21"> </span></span>Procedimento para solicitação de suspensão  </div><div class="t m0 x4 h8 y2d4 ff6 fs0 fc0 sc0 ls0 ws0">Os <span class="_ _a"></span>procedimentos <span class="_ _a"></span>de <span class="_ _a"></span>solicitação <span class="_ _5"></span>de <span class="_ _a"></span>suspens<span class="_ _7"></span>ão <span class="_ _a"></span>serão <span class="_ _a"></span>dados <span class="_ _a"></span>por <span class="_ _a"></span>norma <span class="_ _5"></span>espec<span class="_ _7"></span>ífica <span class="_ _a"></span>das <span class="_ _a"></span>DPC <span class="_ _5"></span>e<span class="_ _7"></span> <span class="_ _a"></span>PCs </div><div class="t m0 x4 h8 y2d5 ff6 fs0 fc0 sc0 ls0 ws0">associadas. </div><div class="t m0 x4 h4 y2bd ff6 fs0 fc0 sc0 ls0 ws0">4.9.16<span class="ff5"> <span class="_ _21"> </span></span>Limites no período de suspensão  </div><div class="t m0 x4 h8 y2d6 ff6 fs0 fc0 sc0 ls0 ws0">Os períodos de suspensão serão estabelecidos por norma específica das DPC e PCs associadas.  </div><div class="t m0 x4 h22 y2bf ff7 fs0 fc0 sc0 ls0 ws0">4.10<span class="ff11"> <span class="_ _2a"> </span></span>Serviços de status de certificado </div><div class="t m0 x4 h4 y2d7 ff6 fs0 fc0 sc0 ls0 ws0">4.10.1<span class="ff5"> <span class="_ _21"> </span></span>Características operacionais </div><div class="t m0 x4 h8 y2d8 ff6 fs0 fc0 sc0 ls0 ws0">A <span class="_ _5"></span>AC <span class="_ _a"></span>Raiz <span class="_ _5"></span>for<span class="_ _7"></span>nece <span class="_ _5"></span>um <span class="_ _a"></span>serviço <span class="_ _5"></span>de <span class="_ _a"></span>status <span class="_ _5"></span>de <span class="_ _a"></span>certificado <span class="_ _5"></span>na<span class="_ _7"></span> <span class="_ _a"></span>forma <span class="_ _5"></span>de <span class="_ _a"></span>um <span class="_ _5"></span>ponto <span class="_ _a"></span>de <span class="_ _5"></span>distribuição <span class="_ _a"></span>da </div><div class="t m0 x4 h8 y2d9 ff6 fs0 fc0 sc0 ls0 ws0">LCR nos certificados. </div><div class="t m0 x4 h4 y278 ff6 fs0 fc0 sc0 ls0 ws0">4.10.2<span class="ff5"> <span class="_ _21"> </span></span>Disponibilidade dos serviços </div><div class="t m0 x4 h8 y2da ff6 fs0 fc0 sc0 ls0 ws0">Ver item 2.2 desta DPC.  </div><div class="t m0 x4 h4 y279 ff6 fs0 fc0 sc0 ls0 ws0">4.10.3<span class="ff5"> <span class="_ _21"> </span></span>Funcionalidades operacionais </div><div class="t m0 x4 h8 y2db ff6 fs0 fc0 sc0 ls0 ws0">Ver item 4.9 desta DPC.  </div><div class="t m0 x4 h22 y27b ff7 fs0 fc0 sc0 ls0 ws0">4.11<span class="ff11"> <span class="_ _2a"> </span></span>Encerramento de atividades </div><div class="t m0 x4 h8 y2dc ff10 fs0 fc0 sc0 ls0 ws0">Observado <span class="_ _2c"> </span>o <span class="_ _2c"> </span>disposto <span class="_ _2c"> </span>no <span class="_ _2c"> </span>item <span class="_ _18"> </span>“Descredenciamento” <span class="_ _2c"> </span>do <span class="_ _2c"> </span>documento<span class="ff6"> <span class="_ _18"> </span>CRITÉRIOS <span class="_ _2c"> </span>E </span></div><div class="t m0 x4 h8 y2dd ff6 fs0 fc0 sc0 ls0 ws0">PROCEDIMENTOS <span class="_ _7"></span>PARA <span class="_ _c"></span>CREDENCIAMENTO <span class="_ _7"></span>DAS <span class="_ _c"></span>ENTIDADES <span class="_ _7"></span>INTEGRANTES <span class="_ _c"></span>DA <span class="_ _7"></span>ICP<span class="_ _7"></span>-</div><div class="t m0 x4 h8 y2de ff6 fs0 fc0 sc0 ls0 ws0">BRASIL <span class="_ _21"> </span>[6], <span class="_ _2"> </span>a <span class="_ _21"> </span>DPC <span class="_ _21"> </span>da <span class="_ _2"> </span>AC <span class="_ _21"> </span>subsequente <span class="_ _21"> </span>deve <span class="_ _2"> </span>descrever <span class="_ _21"> </span>os <span class="_ _21"> </span>requisitos <span class="_ _2"> </span>e <span class="_ _21"> </span>os <span class="_ _21"> </span>procedimentos <span class="_ _21"> </span>q<span class="_ _0"></span>ue </div><div class="t m0 x4 h8 y2df ff6 fs0 fc0 sc0 ls0 ws0">deverão ser adotados nos casos de extinção dos serviços da AC responsável.  </div><div class="t m0 x4 h22 y2e0 ff7 fs0 fc0 sc0 ls0 ws0">4.12<span class="ff11"> <span class="_ _2a"> </span></span>Custódia e recuperação de chave </div><div class="t m0 x4 h8 y187 ff6 fs0 fc0 sc0 ls0 ws0">Não é permitida a custódia (<span class="ff8">escrow</span>) das chaves privadas da AC Raiz.  </div><div class="t m0 x4 h4 y188 ff6 fs0 fc0 sc0 ls0 ws0">4.12.1<span class="ff5"> <span class="_ _21"> </span></span>Política e práticas de custódia e recuperação de chave </div><div class="t m0 x4 h8 y189 ff6 fs0 fc0 sc0 ls0 ws0">Não se aplica à AC Raiz. </div><div class="t m0 x4 h4 y2e1 ff6 fs0 fc0 sc0 ls0 ws0">4.12.2<span class="ff5"> <span class="_ _21"> </span></span>Política e práticas de encapsulamento e recuperação de chave de sessão </div><div class="t m0 x4 h8 y2e2 ff6 fs0 fc0 sc0 ls0 ws0">Não se aplica à AC Raiz. </div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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"/><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y2c ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2d w5 h9"><div class="t m0 x9 h8 y2e ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xa y2d w6 h9"><div class="t m0 xb ha y2f ff7 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y30 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y31 ff8 fs3 fc0 sc0 ls0 ws0">Declaração de Práticas de Certificaçã<span class="_ _7"></span>o da Autoridade Certificadora<span class="_ _7"></span> Raiz da ICP-Brasil <span class="ff9">–</span> <span class="lsb">DO</span>C-ICP-<span class="ls9">01</span> <span class="lsc">v.</span>6<span class="lsa">.0<span class="_ _7"></span></span> <span class="_ _d"></span> <span class="_ _e"> </span> <span class="_ _e"> </span> <span class="_ _e"> </span><span class="ffa ls9">26</span> </div><div class="t m0 x4 h21 y2e3 ff7 fs1 fc0 sc0 ls0 ws0">5<span class="ff11"> <span class="_ _22"> </span></span>CONTROLES OPERACIONAIS, GERENCIAMENTO E DE </div><div class="t m0 x2e hc y2e4 ff7 fs1 fc0 sc0 ls0 ws0">INSTALAÇÕES  </div><div class="t m0 x4 h8 y2e5 ff6 fs0 fc0 sc0 ls0 ws0">O <span class="_ _24"> </span>processo <span class="_ _1d"> </span>de <span class="_ _24"> </span>gerenciamento <span class="_ _24"> </span>de <span class="_ _1d"> </span>certificados<span class="_ _0"></span> <span class="_ _24"> </span>da <span class="_ _1d"> </span>AC <span class="_ _24"> </span>Raiz <span class="_ _30"> </span>da <span class="_ _24"> </span>ICP<span class="_ _7"></span>-Brasil <span class="_ _30"> </span>inclui <span class="_ _24"> </span>os <span class="_ _30"> </span>seguintes </div><div class="t m0 x4 h8 y2e6 ff6 fs0 fc0 sc0 ls0 ws0">controles: </div><div class="t m0 x2e h4 y2e7 ff6 fs0 fc0 sc0 ls1 ws0">a)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ff6">segurança física e controles ambientais; </span></span></div><div class="t m0 x2e h4 y49 ff6 fs0 fc0 sc0 ls0 ws0">b)<span class="ff5"> <span class="_ _2a"> </span></span>controles <span class="_ _1a"> </span>de <span class="_ _22"> </span>integridade <span class="_ _1a"> </span>dos <span class="_ _22"> </span>sistemas, <span class="_ _1a"> </span>incluindo <span class="_ _22"> </span>gerenciamento <span class="_ _1a"> </span>de <span class="_ _22"> </span>configuração, </div><div class="t m0 x2f h8 y2e8 ff6 fs0 fc0 sc0 ls0 ws0">manutenção de integridade de código confiável e detecção e prevenção de incidentes; </div><div class="t m0 x2e h4 y2e9 ff6 fs0 fc0 sc0 ls1 ws0">c)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ff6">segurança <span class="_ _c"></span>de <span class="_ _7"></span>red<span class="_ _7"></span>e <span class="_ _7"></span>e <span class="_ _c"></span>gerenciamento <span class="_ _c"></span>de <span class="_ _c"></span><span class="ff8">firewalls</span>, <span class="_ _c"></span>incluindo <span class="_ _c"></span>restrições <span class="_ _c"></span>de <span class="_ _c"></span>porta <span class="_ _c"></span>e <span class="_ _c"></span>filtragem <span class="_ _c"></span>de </span></span></div><div class="t m0 x2f h8 y2ea ff6 fs0 fc0 sc0 ls0 ws0">endereços IP; </div><div class="t m0 x2e h4 y2eb ff6 fs0 fc0 sc0 ls0 ws0">d)<span class="ff5"> <span class="_ _2a"> </span></span>gerenciamento <span class="_ _23"> </span>de <span class="_ _23"> </span>usuários, <span class="_ _23"> </span>segregação <span class="_ _23"> </span>de <span class="_ _23"> </span>funções, <span class="_ _23"> </span>capacitação, <span class="_ _1b"> </span>conscientização <span class="_ _23"> </span>e </div><div class="t m0 x2f h8 y2ec ff6 fs0 fc0 sc0 ls0 ws0">treinamento;  </div><div class="t m0 x2e h4 y2ed ff6 fs0 fc0 sc0 ls1 ws0">e)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ff6">controles <span class="_ _a"></span>de <span class="_ _a"></span>acesso <span class="_ _5"></span>lógico, <span class="_ _a"></span>com <span class="_ _a"></span>registro <span class="_ _a"></span>de <span class="_ _a"></span>atividades <span class="_ _a"></span>e <span class="_ _5"></span>de <span class="_ _a"></span>inatividade, <span class="_ _a"></span>a <span class="_ _a"></span>fim <span class="_ _a"></span>de <span class="_ _5"></span>fornecer </span></span></div><div class="t m0 x2f h8 y2ee ff6 fs0 fc0 sc0 ls0 ws0">responsabilidades individuais; e </div><div class="t m0 x2e h4 y2ef ff6 fs0 fc0 sc0 ls1a ws0">f)<span class="ff5 ls0"> <span class="_ _23"> </span><span class="ff6">programa de segurança da AC Raiz da ICP-Brasil. </span></span></div><div class="t m0 x2f h8 y2f0 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h22 y2f1 ff7 fs0 fc0 sc0 ls0 ws0">5.1<span class="ff11"> <span class="_ _25"> </span></span>Controles físicos </div><div class="t m0 x4 h8 y2f2 ff6 fs0 fc0 sc0 ls0 ws0">A <span class="_ _2"></span>AC <span class="_ _2"></span>Raiz <span class="_ _2"> </span>da <span class="_ _2"> </span>ICP-Brasil <span class="_ _2"> </span>mantém <span class="_ _2"> </span>políti<span class="_ _7"></span>cas <span class="_ _2"> </span>de <span class="_ _2"> </span>segurança <span class="_ _2"> </span>para <span class="_ _2"> </span>os <span class="_ _2"> </span>ativos <span class="_ _2"> </span>e <span class="_ _2"> </span>sistemas <span class="_ _2"> </span>usados <span class="_ _2"> </span>nos </div><div class="t m0 x4 h8 y2f3 ff6 fs0 fc0 sc0 ls0 ws0">processos  d<span class="_ _0"></span>e  gerenciamento <span class="_ _21"> </span>de <span class="_ _21"> </span>certificados.  Essas <span class="_ _21"> </span>políticas <span class="_ _21"> </span>cobrem <span class="_ _21"> </span>controles  de <span class="_ _21"> </span>acesso <span class="_ _21"> </span>físico, </div><div class="t m0 x4 h8 y2f4 ff6 fs0 fc0 sc0 ls0 ws0">proteção <span class="_ _b"></span>contra <span class="_ _2"> </span>desastres <span class="_ _b"></span>natur<span class="_ _7"></span>ais, <span class="_ _b"></span>segurança <span class="_ _2"></span>contra <span class="_ _2"></span>incêndios, <span class="_ _b"></span>falhas <span class="_ _2"></span>de <span class="_ _b"></span>suporte <span class="_ _2"></span>(como <span class="_ _b"></span>energia, </div><div class="t m0 x4 h8 y2f5 ff6 fs0 fc0 sc0 ls0 ws0">telecomunicações, <span class="_ _a"></span>links <span class="_ _a"></span>de <span class="_ _a"></span>dados, <span class="_ _a"></span>entre <span class="_ _a"></span>outros), <span class="_ _a"></span>colapso <span class="_ _a"></span>de <span class="_ _a"></span>estrutura, <span class="_ _a"></span>inundação, <span class="_ _a"></span>prot<span class="_ _7"></span>eção <span class="_ _a"></span>contra </div><div class="t m0 x4 h8 y2f6 ff6 fs0 fc0 sc0 ls0 ws0">roubo, acessos <span class="_ _7"></span>indevidos e <span class="_ _7"></span>recuperação de <span class="_ _7"></span>desastres. <span class="_ _7"></span>Estes controles <span class="_ _7"></span>devem ser <span class="_ _7"></span>implementados para </div><div class="t m0 x4 h8 y2f7 ff6 fs0 fc0 sc0 ls0 ws0">evitar <span class="_ _2a"> </span>perda, <span class="_ _2a"> </span>danos <span class="_ _2b"> </span>ou <span class="_ _2a"> </span>comprometimento <span class="_ _2a"> </span>de <span class="_ _2b"> </span>ativos, <span class="_ _2a"> </span>interrupção <span class="_ _2a"> </span>das <span class="_ _2a"> </span>atividades <span class="_ _2b"> </span>do <span class="_ _3"> </span>negóci<span class="_ _7"></span>o </div><div class="t m0 x4 h8 y2f8 ff6 fs0 fc0 sc0 ls0 ws0">relacionadas <span class="_ _22"> </span>aos <span class="_ _31"> </span>processos <span class="_ _22"> </span>de <span class="_ _31"> </span>gerenciamento <span class="_ _22"> </span>de <span class="_ _31"> </span>certificados, <span class="_ _22"> </span>roubo <span class="_ _31"> </span>de <span class="_ _22"> </span>informações <span class="_ _31"> </span>e </div><div class="t m0 x4 h8 y2f9 ff6 fs0 fc0 sc0 ls0 ws0">comprometimento das instalações de processamento de informações.  </div><div class="t m0 x4 h4 y2fa ff6 fs0 fc0 sc0 ls0 ws0">5.1.1<span class="ff5"> <span class="_ _2d"> </span></span>Construção e localização das instalações </div><div class="t m0 x4 h8 y2fb ff6 fs0 fc0 sc0 ls0 ws0">A <span class="_ _2a"> </span>AC <span class="_ _2a"> </span>Raiz <span class="_ _2b"> </span>da <span class="_ _2a"> </span>ICP-Brasil, <span class="_ _2a"> </span>para <span class="_ _2a"> </span>a <span class="_ _2b"> </span>execução <span class="_ _3"> </span>das <span class="_ _2b"> </span>atividades <span class="_ _2a"> </span>relacionadas <span class="_ _2a"> </span>aos <span class="_ _2a"> </span>processos <span class="_ _2a"> </span>de </div><div class="t m0 x4 h8 y2fc ff6 fs0 fc0 sc0 ls0 ws0">gerenciamento  certif<span class="_ _0"></span>icados,  utiliza <span class="_ _21"> </span>instalações <span class="_ _21"> </span>homologadas <span class="_ _21"> </span>pelo  Comitê <span class="_ _21"> </span>Gestor  da <span class="_ _21"> </span>ICP-Brasil. </div><div class="t m0 x4 h8 y2fd ff6 fs0 fc0 sc0 ls0 ws0">Essas <span class="_ _5"></span>inst<span class="_ _7"></span>alações <span class="_ _5"></span>devem <span class="_ _a"></span>estar <span class="_ _a"></span>de <span class="_ _5"></span>acordo <span class="_ _a"></span>com <span class="_ _5"></span>as <span class="_ _a"></span>normas <span class="_ _a"></span>de <span class="_ _5"></span>classificaç<span class="_ _7"></span>ão <span class="_ _a"></span>e <span class="_ _a"></span>métodos <span class="_ _5"></span>de <span class="_ _a"></span>ensaio <span class="_ _5"></span>de<span class="_ _7"></span> </div><div class="t m0 x4 h8 y2fe ff6 fs0 fc0 sc0 ls0 ws0">resistência a fogo e práticas para segurança física relativa ao armazenamento de dados.  </div><div class="t m0 x4 h4 y2ff ff6 fs0 fc0 sc0 ls0 ws0">5.1.2<span class="ff5"> <span class="_ _2d"> </span></span>Acesso físico  </div><div class="t m0 x4 h4 y300 ff6 fs0 fc0 sc0 ls0 ws0">5.1.2.1<span class="ff5"> <span class="_ _8"></span><span class="ff6">O <span class="_ _6"></span>acesso <span class="_ _6"></span>físico <span class="_ _6"></span>às <span class="_ _6"></span>dependências <span class="_ _6"></span>da <span class="_ _6"></span>AC <span class="_ _6"></span>Raiz <span class="_ _6"></span>onde <span class="_ _6"></span>são <span class="_ _6"></span>realizadas <span class="_ _6"></span>as <span class="_ _6"></span>atividades <span class="_ _6"></span>relacionadas </span></span></div><div class="t m0 x4 h8 y301 ff6 fs0 fc0 sc0 ls0 ws0">aos <span class="_ _7"></span>processos <span class="_ _7"></span>de <span class="_ _7"></span>gerenciamento <span class="_ _7"></span>de <span class="_ _7"></span>certificados <span class="_ _7"></span>da <span class="_ _7"></span>AC <span class="_ _7"></span>Raiz <span class="_ _7"></span>é <span class="_ _7"></span>gerenciado <span class="_ _7"></span>e <span class="_ _7"></span>controlado <span class="_ _7"></span>internamente </div><div class="t m0 x4 h8 y302 ff6 fs0 fc0 sc0 ls0 ws0">de acordo com os requisitos definidos na Política de Segurança da ICP-Brasil. </div><div class="t m0 x4 h4 y303 ff6 fs0 fc0 sc0 ls0 ws0">5.1.2.2<span class="ff5"> <span class="_ _8"></span><span class="ff6">O <span class="_ _30"> </span>contr<span class="_ _7"></span>ole <span class="_ _24"> </span>de <span class="_ _30"> </span>acesso <span class="_ _30"> </span>é <span class="_ _30"> </span>realizado <span class="_ _30"> </span>por <span class="_ _30"> </span>meio <span class="_ _30"> </span>de <span class="_ _30"> </span>chaves, <span class="_ _30"> </span>senhas, <span class="_ _30"> </span>cartões <span class="_ _30"> </span>criptográficos, </span></span></div><div class="t m0 x4 h8 y304 ff6 fs0 fc0 sc0 ls0 ws0">identificações biométricas e <span class="_ _7"></span>outros dispositivos de <span class="_ _7"></span>forma que apenas <span class="_ _7"></span>pessoas autorizadas participem </div><div class="t m0 x4 h8 y305 ff6 fs0 fc0 sc0 ls0 ws0">das <span class="_ _5"></span>atividades <span class="_ _a"></span>pertinentes. <span class="_ _5"></span>Além <span class="_ _a"></span>disso, <span class="_ _5"></span>o <span class="_ _a"></span>acesso <span class="_ _5"></span>físico <span class="_ _a"></span>e <span class="_ _5"></span>todos <span class="_ _5"></span>os <span class="_ _a"></span>ambientes <span class="_ _5"></span>são <span class="_ _a"></span>monitorados <span class="_ _5"></span>por </div><div class="t m0 x4 h8 y306 ff6 fs0 fc0 sc0 ls0 ws0">meio de Circuito Fechado de TV (CFTV), com gravação digital 24x7. </div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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"/><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y2c ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2d w5 h9"><div class="t m0 x9 h8 y2e ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xa y2d w6 h9"><div class="t m0 xb ha y2f ff7 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y30 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y31 ff8 fs3 fc0 sc0 ls0 ws0">Declaração de Práticas de Certificaçã<span class="_ _7"></span>o da Autoridade Certificadora<span class="_ _7"></span> Raiz da ICP-Brasil <span class="ff9">–</span> <span class="lsb">DO</span>C-ICP-<span class="ls9">01</span> <span class="lsc">v.</span>6<span class="lsa">.0<span class="_ _7"></span></span> <span class="_ _d"></span> <span class="_ _e"> </span> <span class="_ _e"> </span> <span class="_ _e"> </span><span class="ffa ls9">27</span> </div><div class="t m0 x4 h4 y72 ff6 fs0 fc0 sc0 ls0 ws0">5.1.2.3<span class="ff5"> <span class="_ _8"></span><span class="ff6">O <span class="_ _5"></span>sistema <span class="_ _6"></span>de <span class="_ _5"></span>certificação <span class="_ _6"></span>da <span class="_ _5"></span>AC <span class="_ _6"></span>Raiz <span class="_ _5"></span>está <span class="_ _6"></span>situado <span class="_ _5"></span>em <span class="_ _6"></span>ambientes <span class="_ _5"></span>seguros <span class="_ _6"></span>redundantes, <span class="_ _6"></span>ti<span class="_ _7"></span>po </span></span></div><div class="t m0 x4 h8 y1dc ff6 fs0 fc0 sc0 ls0 ws0">sala-cofre, <span class="_ _6"></span>localizados <span class="_ _6"></span>em <span class="_ _6"></span>instalações <span class="_ _6"></span>geograficamente <span class="_ _6"></span>segredadas. <span class="_ _6"></span>Segurança <span class="_ _6"></span>física <span class="_ _c"></span>e <span class="_ _5"></span>controles <span class="_ _c"></span>de </div><div class="t m0 x4 h8 y1dd ff6 fs0 fc0 sc0 ls0 ws0">acesso <span class="_ _30"> </span>através <span class="_ _30"> </span>de <span class="_ _30"> </span>identificação <span class="_ _30"> </span>biométrica <span class="_ _30"> </span>restringem <span class="_ _30"> </span>o <span class="_ _30"> </span>acesso <span class="_ _1d"> </span>aos <span class="_ _30"> </span>equipamentos <span class="_ _30"> </span>e <span class="_ _30"> </span>sistemas </div><div class="t m0 x4 h8 y1de ff6 fs0 fc0 sc0 ls1a ws0">re<span class="ls0">lativos aos processos de gerenciamento de certificados. </span></div><div class="t m0 x4 h4 y24f ff6 fs0 fc0 sc0 ls0 ws0">5.1.2.4<span class="ff5"> <span class="_ _8"></span><span class="ff6">São <span class="_ _5"></span>definidos <span class="_ _5"></span>pelo <span class="_ _6"></span>menos <span class="_ _5"></span>4 <span class="_ _5"></span>(quatro) <span class="_ _6"></span>níveis <span class="_ _5"></span>de <span class="_ _5"></span>acesso <span class="_ _6"></span>físico <span class="_ _5"></span>aos <span class="_ _6"></span>diver<span class="_ _7"></span>sos <span class="_ _6"></span>ambi<span class="_ _7"></span>entes <span class="_ _6"></span>da <span class="_ _5"></span>AC </span></span></div><div class="t m0 x4 h8 y250 ff6 fs0 fc0 sc0 ls0 ws0">Raiz, e mais 2 (dois) níveis relativos à proteção das chaves privadas: </div><div class="t m0 x4 h4 y307 ff6 fs0 fc0 sc0 ls0 ws0">5.1.2.4.1<span class="ff5"> <span class="_ _32"> </span></span><span class="ls2">O <span class="_ _6"></span></span><span class="ff7">primeiro <span class="_ _6"></span>nível</span> <span class="_ _5"></span><span class="ff10">–</span> <span class="_ _c"></span>ou <span class="_ _5"></span>nível <span class="_ _6"></span>1 <span class="_ _6"></span><span class="ff10">–</span> <span class="_ _6"></span>a <span class="_ _5"></span>primeira <span class="_ _6"></span>barreira <span class="_ _6"></span>de <span class="_ _6"></span>acesso <span class="_ _6"></span>às <span class="_ _5"></span>instalações <span class="_ _c"></span>da <span class="_ _5"></span>AC </div><div class="t m0 x4 h8 y252 ff6 fs0 fc0 sc0 ls0 ws0">Raiz. <span class="_ _c"></span>No <span class="_ _c"></span>nível <span class="_ _c"></span>1, <span class="_ _c"></span>cada <span class="_ _c"></span>indivíduo <span class="_ _c"></span>deverá <span class="_ _c"></span>ser <span class="_ _c"></span>identificado <span class="_ _c"></span>e <span class="_ _c"></span>registrado <span class="_ _c"></span>no <span class="_ _c"></span>interior <span class="_ _6"></span>de <span class="_ _7"></span>área <span class="_ _6"></span>guarnecida </div><div class="t m0 x4 h8 y253 ff6 fs0 fc0 sc0 ls0 ws0">por <span class="_ _21"> </span>segurança <span class="_ _21"> </span>armada <span class="_ _21"> </span>ou <span class="_ _21"> </span>outro <span class="_ _21"> </span>profissional  q<span class="_ _0"></span>ualificado, <span class="_ _21"> </span>quando <span class="_ _21"> </span>as <span class="_ _21"> </span>instalações  d<span class="_ _0"></span>a <span class="_ _21"> </span>AC <span class="_ _21"> </span>Raiz  se </div><div class="t m0 x4 h8 y308 ff6 fs0 fc0 sc0 ls0 ws0">localizarem  em  área  de  segurança.  A <span class="_ _21"> </span>partir  desse  nível,  pessoas  estranhas  à <span class="_ _21"> </span>operação  da  AC </div><div class="t m0 x4 h8 y309 ff6 fs0 fc0 sc0 ls0 ws0">transitam <span class="_ _21"> </span>devidamente <span class="_ _2"></span>identificadas <span class="_ _21"> </span>e <span class="_ _2"> </span>acompanhadas. <span class="_ _21"> </span>Nenhum <span class="_ _2"> </span>tipo <span class="_ _21"> </span>de <span class="_ _2"> </span>processo <span class="_ _21"> </span>operacional <span class="_ _2"> </span>ou </div><div class="t m0 x4 h8 y30a ff6 fs0 fc0 sc0 ls0 ws0">administrativo <span class="_ _2"> </span>relacionado <span class="_ _21"> </span>ao <span class="_ _2"></span>gerenciamento <span class="_ _2"> </span>de <span class="_ _21"> </span>certificados <span class="_ _2"></span>da <span class="_ _2"> </span>AC <span class="_ _21"> </span>deverá <span class="_ _2"></span>ser <span class="_ _2"> </span>executado <span class="_ _21"> </span>nesse </div><div class="t m0 x4 h8 y30b ff6 fs0 fc0 sc0 ls0 ws0">nível. </div><div class="t m0 x4 h4 y30c ff6 fs0 fc0 sc0 ls0 ws0">5.1.2.4.2<span class="ff5"> <span class="_ _32"> </span></span>Excetuados  os <span class="_ _4"> </span>cas<span class="_ _7"></span>os  previstos <span class="_ _4"> </span>em <span class="_ _4"> </span>lei, <span class="_ _24"> </span>o  porte  de <span class="_ _24"> </span>armas  não  será <span class="_ _24"> </span>admitido  nas </div><div class="t m0 x4 h8 y30d ff6 fs0 fc0 sc0 ls0 ws0">instalações  da <span class="_ _21"> </span>AC  Raiz,  a <span class="_ _21"> </span>partir  do <span class="_ _21"> </span>nível  1.  A <span class="_ _21"> </span>partir  desse <span class="_ _21"> </span>nível,  equipamentos  de <span class="_ _21"> </span>gravação, </div><div class="t m0 x4 h8 y30e ff6 fs0 fc0 sc0 ls0 ws0">fotografia, vídeo, <span class="_ _7"></span>som <span class="_ _7"></span>ou <span class="_ _7"></span>similares, bem <span class="_ _7"></span>como <span class="_ _7"></span>computadores <span class="_ _7"></span>portáteis, <span class="_ _7"></span>terão <span class="_ _7"></span>sua <span class="_ _7"></span>entrada <span class="_ _7"></span>controlada </div><div class="t m0 x4 h8 y30f ff6 fs0 fc0 sc0 ls0 ws0">e somente poderão ser utilizados mediante autorização formal e supervisão. </div><div class="t m0 x4 h4 y310 ff6 fs0 fc0 sc0 ls0 ws0">5.1.2.4.3<span class="ff5"> <span class="_ _32"> </span></span><span class="ls2">O <span class="_ _24"> </span></span><span class="ff7">segundo <span class="_ _24"> </span>nível</span> <span class="_ _30"> </span><span class="ff10">–</span> <span class="_ _24"> </span>ou <span class="_ _24"> </span>nível <span class="_ _24"> </span>2 <span class="_ _30"> </span><span class="ff10">–</span> <span class="_ _24"> </span>interno <span class="_ _30"> </span>ao <span class="_ _24"> </span>primeiro <span class="_ _24"> </span>e <span class="_ _24"> </span>requer <span class="_ _24"> </span>a <span class="_ _24"> </span>identificação </div><div class="t m0 x4 h8 y311 ff6 fs0 fc0 sc0 ls0 ws0">individual <span class="_ _21"> </span>d<span class="_ _0"></span>as <span class="_ _21"> </span>pessoas <span class="_ _2"> </span>que <span class="_ _21"> </span>nele <span class="_ _2"> </span>entram. <span class="_ _21"> </span>Esse <span class="_ _2"></span>é <span class="_ _21"> </span>o <span class="_ _2"></span>nível <span class="_ _2"> </span>mínimo <span class="_ _21"> </span>de <span class="_ _2"> </span>segurança <span class="_ _21"> </span>requerido <span class="_ _2"> </span>p<span class="_ _7"></span>ara <span class="_ _21"> </span>a </div><div class="t m0 x4 h8 y312 ff6 fs0 fc0 sc0 ls0 ws0">execução <span class="_ _7"></span>de <span class="_ _7"></span>qualquer <span class="_ _7"></span>processo <span class="_ _7"></span>operacional <span class="_ _7"></span>ou <span class="_ _7"></span>admi<span class="_ _7"></span>nistrativo da <span class="_ _c"></span>AC <span class="_ _7"></span>Raiz. <span class="_ _7"></span>A <span class="_ _7"></span>passagem <span class="_ _7"></span>do <span class="_ _7"></span>pri<span class="_ _7"></span>meiro </div><div class="t m0 x4 h8 y313 ff6 fs0 fc0 sc0 ls0 ws0">para o segundo nível exige identificação por meio eletrônico e o uso de crachá. </div><div class="t m0 x4 h4 y314 ff6 fs0 fc0 sc0 ls0 ws0">5.1.2.4.4<span class="ff5"> <span class="_ _32"> </span></span><span class="ls2">O <span class="_ _c"></span></span><span class="ff7">ter<span class="_ _7"></span>ceiro <span class="_ _c"></span>nível</span> <span class="_ _6"></span><span class="ff10">–</span> <span class="_ _6"></span>ou <span class="_ _6"></span>nível <span class="_ _c"></span>3 <span class="_ _6"></span><span class="ff10">–</span> <span class="_ _6"></span>situa-se <span class="_ _6"></span>dentro <span class="_ _c"></span>do <span class="_ _6"></span>segundo <span class="_ _6"></span>e <span class="_ _c"></span>ser<span class="_ _7"></span>á <span class="_ _c"></span>o <span class="_ _6"></span>primeiro <span class="_ _6"></span>nível <span class="_ _c"></span>a </div><div class="t m0 x4 h8 y315 ff6 fs0 fc0 sc0 ls0 ws0">abrigar <span class="_ _c"></span>material <span class="_ _c"></span>e <span class="_ _7"></span>ati<span class="_ _7"></span>vidades <span class="_ _7"></span>sensíveis <span class="_ _c"></span>relaci<span class="_ _7"></span>onados <span class="_ _7"></span>aos <span class="_ _c"></span>processos <span class="_ _c"></span>de <span class="_ _c"></span>gerenciamento <span class="_ _c"></span>de <span class="_ _c"></span>certificados </div><div class="t m0 x4 h8 y279 ff6 fs0 fc0 sc0 ls0 ws0">da AC Raiz. </div><div class="t m0 x4 h4 y316 ff6 fs0 fc0 sc0 ls0 ws0">5.1.2.4.5<span class="ff5"> <span class="_ _32"> </span></span>Pessoas <span class="_ _c"></span>que <span class="_ _c"></span>não <span class="_ _c"></span>est<span class="_ _7"></span>ejam <span class="_ _c"></span>envolvidas <span class="_ _c"></span>com <span class="_ _c"></span>essas <span class="_ _6"></span>atividades <span class="_ _c"></span>não <span class="_ _c"></span>deverão <span class="_ _6"></span>ter <span class="_ _c"></span>per<span class="_ _7"></span>missão </div><div class="t m0 x4 h8 y317 ff6 fs0 fc0 sc0 ls0 ws0">para <span class="_ _5"></span>acesso <span class="_ _a"></span>a <span class="_ _5"></span>esse <span class="_ _a"></span>nível. <span class="_ _5"></span>Pessoas <span class="_ _5"></span>que <span class="_ _a"></span>não <span class="_ _5"></span>possuam <span class="_ _a"></span>permissão <span class="_ _5"></span>de <span class="_ _5"></span>acesso <span class="_ _a"></span>não <span class="_ _5"></span>poderão <span class="_ _5"></span>permanecer </div><div class="t m0 x4 h8 y182 ff6 fs0 fc0 sc0 ls0 ws0">nesse nível se não estiverem acompanhadas por alguém que tenha essa permissão. </div><div class="t m0 x4 h4 y183 ff6 fs0 fc0 sc0 ls0 ws0">5.1.2.4.6<span class="ff5"> <span class="_ _32"> </span></span>No <span class="_ _5"></span>terceiro <span class="_ _6"></span>nível<span class="_ _7"></span> <span class="_ _5"></span>são <span class="_ _5"></span>controladas <span class="_ _6"></span>tanto <span class="_ _5"></span>as <span class="_ _5"></span>entradas <span class="_ _5"></span>quanto <span class="_ _6"></span>as <span class="_ _5"></span>saídas <span class="_ _5"></span>de <span class="_ _5"></span>cada <span class="_ _5"></span>pessoa </div><div class="t m0 x4 h8 y318 ff6 fs0 fc0 sc0 ls0 ws0">autorizada. <span class="_ _c"></span>Dois <span class="_ _c"></span>tipos <span class="_ _6"></span>de <span class="_ _c"></span>mecanismos <span class="_ _c"></span>de <span class="_ _c"></span>controle <span class="_ _c"></span>são <span class="_ _6"></span>requeridos <span class="_ _c"></span>para <span class="_ _c"></span>a <span class="_ _c"></span>entrada <span class="_ _6"></span>nesse <span class="_ _c"></span>nível: <span class="_ _c"></span>algum </div><div class="t m0 x4 h8 y319 ff6 fs0 fc0 sc0 ls0 ws0">tipo de identificação individual, como cartão eletrônico, e identificação biométrica. </div><div class="t m0 x4 h4 y31a ff6 fs0 fc0 sc0 ls0 ws0">5.1.2.4.7<span class="ff5"> <span class="_ _32"> </span></span>Telefones  celulares, <span class="_ _21"> </span>bem  como  outros <span class="_ _21"> </span>equipamentos  portáteis  de <span class="_ _21"> </span>comunicação  e </div><div class="t m0 x4 h8 ycc ff6 fs0 fc0 sc0 ls0 ws0">armazenamento de <span class="_ _7"></span>dados, exceto <span class="_ _7"></span>aqueles exigidos <span class="_ _7"></span>para a <span class="_ _7"></span>operação da <span class="_ _7"></span>AC Raiz, <span class="_ _7"></span>não são <span class="_ _7"></span>admitidos a<span class="_ _7"></span> </div><div class="t m0 x4 h8 y31b ff6 fs0 fc0 sc0 ls0 ws0">partir do nível 3. </div><div class="t m0 x4 h4 y31c ff6 fs0 fc0 sc0 ls0 ws0">5.1.2.4.8<span class="ff5"> <span class="_ _32"> </span><span class="ff7">Quarto <span class="_ _1d"> </span>nível</span></span> <span class="_ _1d"> </span><span class="ff10">–</span> <span class="_ _1d"> </span>ou <span class="_ _1d"> </span>nível <span class="_ _1d"> </span>4 <span class="_ _3"> </span><span class="ff10">–</span> <span class="_ _30"> </span>int<span class="_ _7"></span>erior <span class="_ _1d"> </span>ao <span class="_ _1d"> </span>terceiro, <span class="_ _1d"> </span>é <span class="_ _1d"> </span>onde <span class="_ _1d"> </span>ocorrem <span class="_ _1d"> </span>atividades </div><div class="t m0 x4 h8 y31d ff6 fs0 fc0 sc0 ls0 ws0">especialmente sensíveis <span class="_ _7"></span>da <span class="_ _7"></span>operação <span class="_ _7"></span>da AC <span class="_ _7"></span>Raiz, <span class="_ _7"></span>tais <span class="_ _c"></span>como a <span class="_ _7"></span>emissão <span class="_ _7"></span>e <span class="_ _7"></span>revogação <span class="_ _7"></span>de certificados <span class="_ _7"></span>e </div><div class="t m0 x4 h8 y31e ff6 fs0 fc0 sc0 ls0 ws0">a <span class="_ _30"> </span>emissão <span class="_ _30"> </span>de <span class="_ _30"> </span>LCR. <span class="_ _1d"> </span>Todos <span class="_ _30"> </span>os <span class="_ _30"> </span>sistem<span class="_ _7"></span>as <span class="_ _30"> </span>e <span class="_ _30"> </span>equipamentos <span class="_ _30"> </span>necessários <span class="_ _30"> </span>a <span class="_ _1d"> </span>essas <span class="_ _30"> </span>atividades <span class="_ _1d"> </span>estão </div><div class="t m0 x4 h8 y1f8 ff6 fs0 fc0 sc0 ls0 ws0">localizados <span class="_ _2"></span>a <span class="_ _2"></span>partir <span class="_ _2"></span>desse <span class="_ _b"></span>nível. <span class="_ _2"> </span>O <span class="_ _2"> </span>nível <span class="_ _2"> </span>4 <span class="_ _2"> </span>possui <span class="_ _2"> </span>os <span class="_ _2"></span>mesmos <span class="_ _2"></span>controles <span class="_ _2"></span>de <span class="_ _b"></span>aces<span class="_ _7"></span>so <span class="_ _2"></span>do <span class="_ _2"></span>nível <span class="_ _b"></span>3 <span class="_ _2"> </span>e, </div><div class="t m0 x4 h8 y1f9 ff6 fs0 fc0 sc0 ls0 ws0">adicionalmente, <span class="_ _a"></span>exige, <span class="_ _a"></span>em <span class="_ _a"></span>ca<span class="_ _7"></span>da <span class="_ _a"></span>acesso <span class="_ _a"></span>ao <span class="_ _a"></span>seu <span class="_ _a"></span>ambiente, <span class="_ _b"></span>a <span class="_ _a"></span>identificação <span class="_ _a"></span>de, <span class="_ _a"></span>no <span class="_ _a"></span>mínimo, <span class="_ _b"></span>2 <span class="_ _a"></span>(duas) </div><div class="t m0 x4 h8 y31f ff6 fs0 fc0 sc0 ls0 ws0">pessoas <span class="_ _21"> </span>autorizadas. <span class="_ _21"> </span>Nesse <span class="_ _2"> </span>nível, <span class="_ _21"> </span>a <span class="_ _21"> </span>permanência <span class="_ _21"> </span>dessas <span class="_ _2"> </span>pessoas  dev<span class="_ _0"></span>erá <span class="_ _21"> </span>ser <span class="_ _21"> </span>exigida <span class="_ _21"> </span>enquanto <span class="_ _2"> </span>o<span class="_ _7"></span> </div><div class="t m0 x4 h8 y320 ff6 fs0 fc0 sc0 ls0 ws0">ambiente estiver ocupado.  </div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
<div id="pf1e" class="pf w0 h0" data-page-no="1e"><div class="pc pc1e w0 h0"><img class="bi x7 y2b w4 h7" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y2c ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2d w5 h9"><div class="t m0 x9 h8 y2e ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xa y2d w6 h9"><div class="t m0 xb ha y2f ff7 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y30 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y31 ff8 fs3 fc0 sc0 ls0 ws0">Declaração de Práticas de Certificaçã<span class="_ _7"></span>o da Autoridade Certificadora<span class="_ _7"></span> Raiz da ICP-Brasil <span class="ff9">–</span> <span class="lsb">DO</span>C-ICP-<span class="ls9">01</span> <span class="lsc">v.</span>6<span class="lsa">.0<span class="_ _7"></span></span> <span class="_ _d"></span> <span class="_ _e"> </span> <span class="_ _e"> </span> <span class="_ _e"> </span><span class="ffa ls9">28</span> </div><div class="t m0 x4 h4 y72 ff6 fs0 fc0 sc0 ls0 ws0">5.1.2.4.9<span class="ff5"> <span class="_ _32"> </span></span>No <span class="_ _c"></span>quarto <span class="_ _c"></span>nível, <span class="_ _6"></span>todas <span class="_ _c"></span>as <span class="_ _c"></span>paredes, <span class="_ _c"></span>piso <span class="_ _6"></span>e <span class="_ _c"></span>teto <span class="_ _c"></span>são <span class="_ _6"></span>revestidos <span class="_ _c"></span>de <span class="_ _c"></span>aço <span class="_ _5"></span>e <span class="_ _c"></span>concreto <span class="_ _c"></span>ou <span class="_ _c"></span>de </div><div class="t m0 x4 h8 y1dc ff6 fs0 fc0 sc0 ls0 ws0">outro <span class="_ _c"></span>material <span class="_ _6"></span>de <span class="_ _c"></span>resistência <span class="_ _c"></span>equivalente. <span class="_ _6"></span>As <span class="_ _c"></span>paredes, <span class="_ _c"></span>piso <span class="_ _6"></span>e <span class="_ _c"></span>o <span class="_ _6"></span>teto <span class="_ _c"></span>são <span class="_ _c"></span>inteiriços, <span class="_ _6"></span>constituindo <span class="_ _c"></span>uma </div><div class="t m0 x4 h8 y1dd ff6 fs0 fc0 sc0 ls0 ws0">célula <span class="_ _24"> </span>estanque <span class="_ _24"> </span>contra <span class="_ _4"> </span>ameaças <span class="_ _24"> </span>de <span class="_ _24"> </span>acesso <span class="_ _24"> </span>indevido, <span class="_ _24"> </span>água, <span class="_ _4"> </span>vapor, <span class="_ _24"> </span>gases <span class="_ _24"> </span>e <span class="_ _24"> </span>fogo. <span class="_ _24"> </span>Os <span class="_ _4"> </span>dutos<span class="_ _7"></span> <span class="_ _24"> </span>de </div><div class="t m0 x4 h8 y1de ff6 fs0 fc0 sc0 ls0 ws0">refrigeração <span class="_ _6"></span>e <span class="_ _5"></span>de <span class="_ _5"></span>energia, <span class="_ _6"></span>bem <span class="_ _5"></span>como <span class="_ _6"></span>os <span class="_ _5"></span>dutos <span class="_ _5"></span>de <span class="_ _5"></span>comunicação, <span class="_ _6"></span>não <span class="_ _5"></span>permitem <span class="_ _6"></span>a <span class="_ _5"></span>invasão <span class="_ _6"></span>física <span class="_ _5"></span>das </div><div class="t m0 x4 h8 y321 ff6 fs0 fc0 sc0 ls0 ws0">áreas <span class="_ _5"></span>de <span class="_ _a"></span>quarto <span class="_ _5"></span>nível. <span class="_ _a"></span>Adicionalmente, <span class="_ _5"></span>esses <span class="_ _5"></span>ambi<span class="_ _7"></span>entes <span class="_ _5"></span>de <span class="_ _a"></span>nível <span class="_ _5"></span>4 <span class="_ _a"></span><span class="ff10">–</span> <span class="_ _a"></span>que <span class="_ _5"></span>constituem <span class="_ _5"></span>as <span class="_ _a"></span>chamadas </div><div class="t m0 x4 h8 y322 ff6 fs0 fc0 sc0 ls0 ws0">salas-cofre <span class="_ _1b"> </span><span class="ff10">–</span> <span class="_ _23"> </span>possuem <span class="_ _1b"> </span>proteção <span class="_ _23"> </span>contra <span class="_ _1b"> </span>interferência <span class="_ _23"> </span>eletromagnética <span class="_ _1b"> </span>externa <span class="_ _1b"> </span>ou <span class="_ _23"> </span>possuem </div><div class="t m0 x4 h8 y323 ff6 fs0 fc0 sc0 ls0 ws0">equipamentos, tipo rack, que possuem tal característica. </div><div class="t m0 x4 h4 y324 ff6 fs0 fc0 sc0 ls0 ws0">5.1.2.4.10<span class="ff5"> <span class="_ _33"> </span></span>As <span class="_ _5"></span>salas-cofre <span class="_ _5"></span>são <span class="_ _5"></span>construídas <span class="_ _5"></span>segundo <span class="_ _5"></span>as <span class="_ _5"></span>normas <span class="_ _a"></span>brasileiras <span class="_ _5"></span>aplicáveis <span class="_ _5"></span>e <span class="_ _5"></span>eventuais </div><div class="t m0 x4 h8 y325 ff6 fs0 fc0 sc0 ls0 ws0">omissões dessas normas são sanadas por normas internacionais pertinentes. </div><div class="t m0 x4 h4 y308 ff6 fs0 fc0 sc0 ls0 ws0">5.1.2.4.11<span class="ff5"> <span class="_ _33"> </span></span>Poderão <span class="_ _2"></span>existir, <span class="_ _b"></span>na <span class="_ _2"></span>AC, <span class="_ _b"></span>vários <span class="_ _2"></span>ambientes <span class="_ _b"></span>de <span class="_ _2"></span>quarto <span class="_ _b"></span>nível <span class="_ _2"></span>para <span class="_ _b"></span>abrig<span class="_ _7"></span>ar <span class="_ _2"></span>e <span class="_ _b"></span>segregar, </div><div class="t m0 x4 h8 y309 ff6 fs0 fc0 sc0 ls0 ws0">quando for o caso:  </div><div class="t m0 x2e h4 y256 ff6 fs0 fc0 sc0 ls1 ws0">a)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ff6">equipamentos de produção <span class="ff8">on-line</span> e cofre de armazenamento; </span></span></div><div class="t m0 x2e h4 y1c8 ff6 fs0 fc0 sc0 ls0 ws0">b)<span class="ff5"> <span class="_ _2a"> </span></span>equipamentos de produção <span class="ff8">off-line</span> e cofre de armazenamento; e </div><div class="t m0 x2e h4 y83 ff6 fs0 fc0 sc0 ls1 ws0">c)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ff6">equipamentos de rede e infraestrutura (<span class="ff8">firewall</span>, roteadores, <span class="ff8">switches</span> e servidores). </span></span></div><div class="t m0 x4 h4 y326 ff6 fs0 fc0 sc0 ls0 ws0">5.1.2.4.12<span class="ff5"> <span class="_ _33"> </span></span>As <span class="_ _a"></span>portas <span class="_ _b"></span>de <span class="_ _b"></span>acesso <span class="_ _b"></span>à <span class="_ _b"></span>sala-cofre <span class="_ _a"></span>constituem <span class="_ _b"></span>eclusas, <span class="_ _b"></span>onde <span class="_ _a"></span>uma <span class="_ _b"></span>porta <span class="_ _b"></span>só <span class="_ _a"></span>deverá <span class="_ _b"></span>se </div><div class="t m0 x4 h8 y327 ff6 fs0 fc0 sc0 ls0 ws0">abrir quando a anterior estiver fechada. </div><div class="t m0 x4 h4 y328 ff6 fs0 fc0 sc0 ls0 ws0">5.1.2.4.13<span class="ff5"> <span class="_ _33"> </span></span>O sistema de controle de acesso está baseado em um ambiente de nível 4. </div><div class="t m0 x4 h4 y329 ff6 fs0 fc0 sc0 ls0 ws0">5.1.2.4.14<span class="ff5"> <span class="_ _33"> </span><span class="ff7">Quinto <span class="_ _b"></span>nível</span></span> <span class="_ _2"></span><span class="ff10">–</span> <span class="_ _b"></span>ou <span class="_ _b"></span>nível <span class="_ _2"></span>5 <span class="_ _b"></span><span class="ff10">–</span> <span class="_ _b"></span>interior <span class="_ _b"></span>aos <span class="_ _2"></span>ambientes <span class="_ _b"></span>de <span class="_ _b"></span>nível <span class="_ _2"></span>4, <span class="_ _b"></span>compreendem <span class="_ _b"></span>um </div><div class="t m0 x4 h8 y32a ff6 fs0 fc0 sc0 ls0 ws0">cofre <span class="_ _2"> </span>ou <span class="_ _2"> </span>um <span class="_ _2"> </span>gabinete <span class="_ _2"> </span>reforçado <span class="_ _21"> </span>tr<span class="_ _0"></span>ancado. <span class="_ _2"> </span>Materiais <span class="_ _2"> </span>criptográficos, <span class="_ _2"> </span>tais <span class="_ _2"> </span>como, <span class="_ _21"> </span>chaves, <span class="_ _2"></span>dados <span class="_ _2"></span>de </div><div class="t m0 x4 h8 y32b ff6 fs0 fc0 sc0 ls0 ws0">ativação, <span class="_ _a"></span>suas <span class="_ _a"></span>cópias <span class="_ _a"></span>e <span class="_ _5"></span>equipamentos <span class="_ _a"></span>criptográficos <span class="_ _a"></span>são <span class="_ _a"></span>armazenados <span class="_ _a"></span>em <span class="_ _a"></span>ambiente <span class="_ _5"></span>de <span class="_ _a"></span>nível <span class="_ _a"></span>5 <span class="_ _a"></span>ou </div><div class="t m0 x4 h8 y25f ff6 fs0 fc0 sc0 ls0 ws0">superior. </div><div class="t m0 x4 h4 y32c ff6 fs0 fc0 sc0 ls0 ws0">5.1.2.4.15<span class="ff5"> <span class="_ _33"> </span></span>Para <span class="_ _5"></span>garantir <span class="_ _6"></span>a <span class="_ _5"></span>segurança <span class="_ _5"></span>do <span class="_ _5"></span>material <span class="_ _5"></span>armazenado, <span class="_ _6"></span>o <span class="_ _5"></span>cofr<span class="_ _7"></span>e <span class="_ _6"></span>ou <span class="_ _5"></span>o <span class="_ _5"></span>gabinete <span class="_ _5"></span>obedecem </div><div class="t m0 x4 h8 y32d ff6 fs0 fc0 sc0 ls0 ws0">às seguintes especificações mínimas: </div><div class="t m0 x2e h4 y32e ff6 fs0 fc0 sc0 ls1 ws0">a)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ff6">ser feito em aço ou material de resistência equivalente; e </span></span></div><div class="t m0 x2e h4 y32f ff6 fs0 fc0 sc0 ls0 ws0">b)<span class="ff5"> <span class="_ _2a"> </span></span>possuir tranca com chave. </div><div class="t m0 x4 h4 y330 ff6 fs0 fc0 sc0 ls0 ws0">5.1.2.4.16<span class="ff5"> <span class="_ _33"> </span><span class="ff7">Sexto <span class="_ _c"></span>nível</span></span> <span class="_ _c"></span><span class="ff10">–</span> <span class="_ _6"></span>ou <span class="_ _c"></span>nível <span class="_ _c"></span>6 <span class="_ _6"></span><span class="ff10">–</span> <span class="_ _c"></span>consiste <span class="_ _c"></span>de <span class="_ _6"></span>pequenos <span class="_ _c"></span>depósitos <span class="_ _c"></span>localizados <span class="_ _c"></span>no <span class="_ _c"></span>interior <span class="_ _6"></span>do </div><div class="t m0 x4 h8 y331 ff6 fs0 fc0 sc0 ls0 ws0">cofre <span class="_ _a"></span>ou <span class="_ _a"></span>gabinete <span class="_ _b"></span>de <span class="_ _a"></span>quinto <span class="_ _b"></span>nível. <span class="_ _a"></span>Cada <span class="_ _a"></span>um <span class="_ _b"></span>desses <span class="_ _a"></span>depósitos <span class="_ _a"></span>dispõe <span class="_ _b"></span>de <span class="_ _a"></span>acesso <span class="_ _b"></span>individual <span class="_ _a"></span>ao <span class="_ _a"></span>seu </div><div class="t m0 x4 h8 y332 ff6 fs0 fc0 sc0 ls0 ws0">conteúdo. Os dados de ativação da chave privada da AC Raiz são armazenados nesses depósitos. </div><div class="t m0 x4 h4 y333 ff6 fs0 fc0 sc0 ls0 ws0">5.1.3<span class="ff5"> <span class="_ _2d"> </span></span>Sistemas físicos de detecção </div><div class="t m0 x4 h4 y334 ff6 fs0 fc0 sc0 ls0 ws0">5.1.3.1<span class="ff5"> <span class="_ _8"></span><span class="ff6">Todas <span class="_ _7"></span>as <span class="_ _7"></span>passagens <span class="_ _7"></span>entre <span class="_ _7"></span>os níveis <span class="_ _7"></span>de <span class="_ _7"></span>acesso, <span class="_ _7"></span>bem como <span class="_ _7"></span>as <span class="_ _7"></span>salas <span class="_ _7"></span>de <span class="_ _7"></span>operação <span class="_ _7"></span>de <span class="_ _7"></span>nível 4, <span class="_ _7"></span>são </span></span></div><div class="t m0 x4 h8 y335 ff6 fs0 fc0 sc0 ls0 ws0">monitoradas <span class="_ _5"></span>por <span class="_ _5"></span>câmeras <span class="_ _6"></span>de <span class="_ _5"></span>vídeo <span class="_ _5"></span>ligadas <span class="_ _5"></span>a <span class="_ _5"></span>um <span class="_ _5"></span>sistema <span class="_ _5"></span>de <span class="_ _6"></span>gravação <span class="_ _5"></span>24x7. <span class="_ _5"></span>O <span class="_ _5"></span>posicionamento <span class="_ _5"></span>e <span class="_ _6"></span>a<span class="_ _7"></span> </div><div class="t m0 x4 h8 y336 ff6 fs0 fc0 sc0 ls0 ws0">capacidade dessas câmeras não permitem a recuperação de senhas digitadas nos controles de acesso. </div><div class="t m0 x4 h4 y337 ff6 fs0 fc0 sc0 ls0 ws0">5.1.3.2<span class="ff5"> <span class="_ _8"></span><span class="ff6">As <span class="_ _7"></span>imagens de vídeo <span class="_ _7"></span>resultantes da grav<span class="_ _7"></span>ação 24x7 são armazenadas <span class="_ _7"></span>por, no mínimo, 7 <span class="_ _7"></span>(sete) </span></span></div><div class="t m0 x4 h8 y338 ff6 fs0 fc0 sc0 ls0 ws0">anos. <span class="_ _5"></span>Elas <span class="_ _a"></span>são <span class="_ _5"></span>testadas <span class="_ _a"></span>(verificação <span class="_ _5"></span>de <span class="_ _a"></span>trechos <span class="_ _5"></span>aleatórios <span class="_ _a"></span>no <span class="_ _5"></span>início, <span class="_ _a"></span>meio <span class="_ _5"></span>e <span class="_ _a"></span>final <span class="_ _a"></span>do <span class="_ _5"></span>arquivo) <span class="_ _a"></span>pelo </div><div class="t m0 x4 h8 y339 ff6 fs0 fc0 sc0 ls0 ws0">menos <span class="_ _2"></span>a <span class="_ _2"></span>cada <span class="_ _2"></span>3 <span class="_ _2"></span>(três) <span class="_ _2"></span>meses, <span class="_ _2"></span>com <span class="_ _2"></span>a <span class="_ _2"></span>escolha <span class="_ _2"></span>de, <span class="_ _2"></span>no <span class="_ _b"></span>mí<span class="_ _7"></span>nimo, <span class="_ _2"></span>1 <span class="_ _2"></span>(uma) <span class="_ _2"></span>imagem <span class="_ _b"></span>referente <span class="_ _2"> </span>a <span class="_ _2"> </span>cada </div><div class="t m0 x4 h8 y33a ff6 fs0 fc0 sc0 ls0 ws0">semana. Essas fitas são armazenadas em ambiente de terceiro nível. </div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
<div id="pf1f" class="pf w0 h0" data-page-no="1f"><div class="pc pc1f w0 h0"><img class="bi x7 y2b w4 h7" alt="" 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ZGxvTplZUQnRjmu49MaZP87FVQgaJiiXTSPH3+cEJBSIuIUJFjBH/pEGq7QKNQAVGmqH/vxvSaljK40F0JAQoHj6jvf7KyN31Ry+K7vny+y1zgSF5AgdlPYLd3H/23ozGhNWKG55t1t36zI21xqqDKLksz8KFgkVMqskzpqfOchU7NHjUnrpwTBZwkkK/ENZ/YtP75xzcmtZbY6iZH3djMClSxEi2G39LnqiStmRgsh7r83gzTi49kN3OLrJN7Z6+pnRtzVDpqHPP1QAkAkJAQoNVZLDuh9VnqRC7f2vzoEFAAoET9rr9Ez77wEhYxmklbm77h3/fxiXgVCE3dcxvUrT2/pGpe+6MjqAxUnG8AGCKDy92wO/YBkZnK+XPXh8ZWfHFs1rFOvZ4bcNTK1rwjOhD47yStPbn111393VB7jSBRwAxWZFXIx1L168OsFR1bO7Xf934bcpnZtYuFAZ+xVPvY+AEC1bGwfhhmdNfPIFUniQHagSsk0b/MnVoXssew7oYAr43KeGfmn5gs3EsC60j23/O/ZYmuV1+iJwEZ2G/zYz29trcxtQFtApep7fQSZ0aaKQ1O+f+LN3Uu4S80vObbxxlXPbq0+KgucEP3Zix48ECFUc+MLuxe9uGWhvU0JB7F1+gbxUO3pK76+H126R+a83tpQaaqtkxu8lSCByPH6zJFvjX8kQlA3f22J0XM/vWcSbG7lMZwIxIRGLj68PlAajxoUCSHRoaIGASostdUWveRjCJoF+/PbPh2d1n9AXBcT2V/Z+aVdIJeH4gRayYWpWSN66tI5UUF92f7KE4dq83nTMBBHeGPvtwnhsff2ndJWqRJiqwQfAAySeUfl0cAOYCPnw8bE58wecN21nYcFtRUdocFuaQygO/QaITKiKEXYMVNNk+KmplnVPzxzwbXPdYtKcdDddqC1+TvuWDnPd6ga0PbD6R0D4rL2lJ04UpffNOddNPI9vae8MeYh5rSr0Ary9d/9fXXxTlcKJhJAA7M9v/Hj67qOTNBE/u7ot6Ylh8df32d8TqeuzJ+114zqYARZqoShqX1CRNXmsweKa8oGxWQbG/TVFoMMnCNw5ByBAGIU4V/PeKlzaHyjn64guCZjSE9d5x3VR31J8NP6UgIoMVTI3kKDDCBEqW6MRiCAGoR7el+rFTRNj00EAAJhraGuw6LvRLnAUHrf+pdVII5K7j+nz7VXZgzUCsoWBoAAAR7pc+O8EbPUTIEAdpL15oYIjVbiskW21ZmNJpu51massxga7OZIpTYzNA4dkXMEK5eLDJUnas5aud2vjVZuquEAOk2EAF6WGUkM3t675Ex9ef+4LomhMQmhuki1Nieh65WdB6qYIxG8SYbaMBh7Lugz8umav7ocHMEM0prinesLd42OyVl608thgqp55RNH2keH3BLClI6+qlCMDYkAIKUghAjKaKXW5ZE5rQ4OUGat31V0ZH9J3urTWw/UnLQLxANEO+1cQoAhKb0T1NFnbdVusxEBwIz2b05v+Ob0Bke2PgIoZZag0XWLTp3Zd/LkrsNCQERs4zB4q9FP1OhmZI1uXHaIqEGyVDbU7i7JLZZqyZ+ekRhtqNq/7uT26dkjmx1UHJzYI0Yd3ryGkhFq5IbTVcWb8vdsLNx7oCyvkutlJI7k6g0246SEgmJkSv/PT/0AAWywxqCmWZRP2yvyyyt+XLPnsp3dXx3/50HxXfH8op+u7TR/1P3u0VQiAoR6u2nx0Z//tWPRGXOFb8dkRp8eWjk1ewS4VaP0Zk44TOs2RgA/BIIMfEdJ7rr8nSdqzx6sPnWmtsyKktNUd5jN7mWzsTleGAGeG3Z3vdW4tnCnDWVoyX4gABujzbW5k7579KnBd97dd1K4qD5v6GNj2UU3lx0AohShs/pMsnHp4U1v+N0wt7viaI29AQJHYjWk6JvU1fdTC7f/fcP7H+QutzaCJXhTRAxAlFmqJnZocp9D9QX7qvOa6ULniITvrnvx4wMrX9j0aaVskBj3IQw8oxEIAFAlGR779Z2DpSc+nPS4oo3iRW1cIcYuBXRH9HZTvcUYwpSBCBAViTptlO81X9r2+dtH/se9s04ICaNE7eiU/pd16pEW3qlXbEZGZKKCiTeteK559B0M5Zy+19zUY2yxvvJw5am8uqIKU12BofRMfVmhscJoN8vIuc+GF5nRVyfX31s2dXBC946FPgfaVn50/vYvAuWLO4pIEQR0eRVcCFV4T+oGsC88vIb7SfjBvpGZq296I14Z5ub7kARQazEEN4cpUqGJ1KX11KW5qzgTtx+rKjhaVfDloXUbyva55xohgI3xw5X55w19jmAFWWqiDIkAGmTLmhNb//rj2xWg9xsSIIQwMSRcHWqz2gLJvoCM+TAfRYbKSks9MD8B/Wu7jOik9Fqi0UK2gvrSQA9vtFuOVpyxkiQD58AlkDmRzGXivE9s51RtnEAYzlSD4roOisuemj3yxiVPrS/f22hEERAA82PR/i7oEwDsrjyW+cE09zIIkixbZLsNJDlAcqaDO+wf1zVKDC232lplNlTUV9tB8rv33S5LztQuIkS0k7yz7PjbexafMZUHWnglpCd+fGtL7VEvExkB+kZ0/m76S6na2MaN5KFMOTi5509le7lbZgsCxYdEnRf0GQDZSa7wqPbYlNHkTG71F2xjhLf1mCC2nh7pFBmjBFFCu6818/6B71Mi4q/KGioiKzfVvL9z6aLja+2MB4qncoAwUf3A0Bt/XT3PI3eRABD2Gk7evOzZ+eMezo5OEZlgtFsW7l/1yq4vJcGD1o3k6kFJPc6b7Ddjn/mzHNAh+lmK+IlZl5/D86Vo4xJDdCctpb6A1vKGuRtei/rpfYbMKJnNCtm1qwv9ph5JsoSA47MuS1BFFdlrvHpAANuqj479Ym5iqE4hiHUmQxU3uKB3DqfIcUa3sQmh0W2FfjvlMDcxtHGK8GcH3PHTzHd0Ku05XEgNwtwBMxRNif/ebkSVYKpgRpNSJiQgUHNhRHwfv/u0KxpqZODhqH5s8C1+L0gIZoV0ylZ+zFxchnovqQ9nmheGzP732LkCnReGOWjkEVAgjCBVv07Zr4x9KCem8zlvoEKAB/pdp0Dxb5vfM4C1GTdK4Gyorvuzo+9J1cbnfHq7SSF5fe2kvuRQdf5AXdYD/aZFqsP/uuHtKjJQS/QfEgFgNGneGf/4DdmjWZtu/PCDvgYVt/YYX8fNrbqQEhVhCo1WpdGpw2M0kclhcZnRSRGKEMEVkHb8HSqqZvWZZBb8OJlRXK0CX1cXRGT39psyOKnHypNbTtUXn6orrrbU27gdATWCMjYkKiMiIS2s04jknGEpvZUocqD/jHrwQO0p30E6UpTXV5epQDazx7iRKX03nd2fX196oq6wuKHKYDEZJZNFtnHOmcCUKEYotYlhsSna2MsTeo3LHBSrjmBuHVEAu7vn1WbyY/8MS+jtEMNBcdlzekzxAzqxMFEDgbNoWxvBCTpVrbkLB/qsqdIBAXAgxykiMhEAKABFT/Ir4AFjAW9NHBz5mB5YOM6OawUWHoYZBoOBF/rksmBagb6fhAv3jFm3K7niSS2eyOeR9e+FZuPtGtcWbMVYN/YWsZnn9+6eFztCgSB21atpxqf0uCkG2FfmNSFABqqzNZQbq0/VFhfoy0qMVZWWugbJYrJbbbKdgFRMEapQh4jquJCoZG1sZkRCF11qXGiUVlQ7eCGvJP9GotjrdaCB932XEwFAgHCxV146BDM1PYbBU2iaJ/AcP/RK0vaWOi8zzDGkAXf1kfNwvWqbcWfJkU/3LvulcL+RrG6clCMqiv6XQQKlLEQrtNOyR80eOK1rZJIaRQwyyHXRNP/oc6CTdcWrT21fW7B9R1muQTLJ2Kr6Qk3ihgRKEhJCdVemDrwmY+io9P7hipBL8Luh7yaOHOiksezjXd9/eHCZgVlbsgadPEKQFjAj6BOW/vpVj16e0FMF7BL6jbJPAMgBlp389f41r1SQ3m/iefBABxwuglCumJw5/NVxDyZpoi+h70S/0Fj11IYPlp7ZbHKmY/hT0AQiYaigTtTGxIfqwpSaMGWISlACoF22G+wmvc1UYqgoNlaZuJUHNkeQoLM24Z5e107pekWXyER2sa4ETXpfBvri6I/3/PCyjcm+PImCY5JSNzy57/SeY69I7RsmqgXHKQ/e9AJJQFXW+nV5OxYdXLW/Mk+PFh7AlkGAMFn52eTnpmYNw4scfQCwAU1Z8vi60p1u2KPIWRwLf3zobXfkTNYKKocDEmBiNL3nyDAsMJT9e9PCr06stwrceQCUxzGzHIClq2L/N2N+78g0hnhRow8AR6rP3Lzi2SP6MwSQrI69pdvYGdmju8WmhzAFQFDweOXgc6Cz+oqdpUe/yF33Q+EuG3LP4n5ARBGo+cewe+7rN1WB7KJGnwBKrLW3f/tMui759Ql/DhfUbSWQEvBfig/OXv2vfEs5AHP45Y0hAYWMT/S/7e/D79A43YKLE30iQDTYTEpBoRJEoLYs80EA+fqyd/ct/f7ELwXmCvJONMeh8T0/nPBEt6iUi9XbouYd/rZpNbJpytePbanJ9bJhEWhcp4ErZsxXXhzeAPPvQkH70gHRQsj8Kx+MIrXXpksC+Llk35e566WL40gEYd68eefjvpSkjZnSdSS3y4eqTskgu4gs5Iz/dHqn3twwLKWvgjGCC9kSwvNbO4sDPbD+tQ+PrfCiAUWOi8Y/fXP3Kz0t1Ate8/zet8e5A6aHS6pGzeM0kBgtPvGz/AclRKmF/3cU2XeI/5aSI7esfK7IWu3+vhrEl0fcP0DX5Y84AAigFMQsXUqUMrSZIuTYQar2/Wf313/d+oFXpQd0uAV/RIUOiAS9w9OW3/yfZLUOAoTPfNH3MjnJsz5Pu0xTBKiyGKYt/duW6lyOHC6gMj4Z6rgFVz81MqkvYtCah4Ak4iIKbnuWUAYS2m0FJIACc9WYBfcW8KoLLP6VoYr9+fb3UzUx6BNDZr4sTYm1/rPDPzywcr4E3MX9ox3kOd+88NK2z0stde2kKFM1ujkDpzEOF1jo8Yyl8tZvny601JBjr4ObtIuNs58TEdChivwVJ379z4Fv0sM7cbf9HhxgW8XRz8o3HK8+++zwWekR8UJbTwMG8MDA60/UnFmct9HCbe5BTL9VA/2ed+7+aaC/waf6m9/jWwNdqvknQUfOC2tSqxxha/2xEYvmLJj41OiUHESfjBKZeLGplgMJADLAsC9mx2qits/8ROUoxwdgAXnA27cdg9J/DPnT7T2uEgjDVSFhCnXbEkEAIAMVm2qKjJUWyfoHFfYf83e+svu/MvMufJimjPn59vfTQ2LRXe9zoJe2ffGPHQtkdG3eRtAqNJd36jUx+bIHB03/dP+KJac3bS06aAKrcyM4YZom9snL77yj91VCG9HCrpg9uaWZ/OFUEAGgWbZ9dGD5G7u/KbBUuitRJEhVxT7Yf/r9/a/TCEqn3rdzOVGje374nAgxlKOT9TLazesLd+2rOUkAR+sKfyzcZQIruEq2RanCHrrsZslub7CZ2071u6ccAv4hXVwEAI2gfKj/9E0zP8xQx3kcCwB0xlb1xLYP3t271JE3xwBAZMLMnIm39hyvRNHj2+hM2/O9iVahuSdnyqwBU7SqELjU/NnQyeqoPw+6SeDMa/mQkd7cu/hUQwUAYaGh8tZl82SB7CQfrD5p4x6pv5HKsJSQ2FJzTZWlzp2OVzNFTkwXBpimjf9s8tMKYpdSpLyNR0CrbP/44Ip52z+tkRpceZSO/S+QoopZM/1VsdJQa7FZHJ5lb206AQFioamy0l4PAHU2Q53N4K4XUjVxMYowBJQsNgAoNJUYuTWKaf5QdJhbebGWVxdqKSXWWeDRLd3QgTGoBcXcftOA4C+b33aqdJdyLbRVLT6xEWXiVuDoyp8lIBnow+3frTq7ze/NHh54w4TMwe4FkJXAGOAfxEXyf+RfSzkCQQ1moJ/VS+Ypix//tfKQZ4oU3ddrqujyuBqz7BEBh6b2SY6K9Xvz7tFpGIC0+Ityd2UAAAlzSURBVEOoA0A6VFWwoWC3jUt9YjIvS+4VqQz1gs2RhmyWrT+f2Xu8plAiuV9c1hUpOSpBgT728Rl9+Q+nd9RY9L1jM8dnXuZaO5u+mFuVf9ZQ5ruDPEYZLm4/e/iuFS82HubguHcVN+jJ5OfpEeIgPJw1lRZUSmztnPeSnccQYofVMo5mR1qXv/PuVf+sIiMACBwzVXFLbvh3n+h0wCYbFwHsSI9vfO+D3OWOjZgCx2cH3vH0sDs9SrNx6d/bv3xz19f1aCYEkbPJyYNfmfDnrND4xqybetly/7pXC6xVDpKzEWSlLEzKHCY8+dzT64p3aUJCCqwVpVJdDTXUUoMV7I1TQUGCo6yf48cNYK2hhga0ZsQkh4aEpEYnzOw10bV/oSOi31i7b2vJkVlrXnp979d6srgiaVDDG1bnbZE57xQWE6nWAqCV2749+vPjG99Zkr9JdlF+hLCzLFdvbsjSpUSqQjnAidqiuetf+zh3mZlJjqtxpOP6oq8OrlUKypxO2QKyk3UlM75/andtnnt5SQDUCdq3R/9lYuZgp7fFAcZ98+dN5Qe8hOb27Ks+mPD4X35686PDy9yxjVNFnpj9TShTNrKpBB130bUBX3Vq25/W/KuGGlz2iGd1SIIwrvpq6gvj0wc9/ctHrx74WkYZgHnG/AkJkzBy5W1vfntw3Tv7lugFmx/tQIgEE+IHzL/mkSfWvbW6aAd5rgmMYP7Q+/8y8AYEEgGg1mJYmruxzFTtKzRKEBXAlK5CfI2VRs2ydcGBVWoSp3YZHh8W3ZHPOjFz+7zNC97bt8Qo2J3z3ltMiBD1gvWBH+bfljP57f1LZOb0hMhrjBCKoe76pU+cMZZLgl8mHIkBEayr2Lt70X21dqPHFRCQoE9o2szeV2Ejyxau0m4vO5KnL3LX72qmSA/rlBASjQBJGl12ZMrp+hI7yADACIx28zObPpzde0p4iLYNkeIAe8qPrzm1rd5ilF31UNw1SKM+9PDgnUYANhnGbl/eV5n3Y/FuLgAEql3rerPAUvni9v8j/yezufgPgFPmMhDAc2uL90YVjlQp6b0uowJhbp/rH73sJp0q3PngDpat1mb88sAPEhICnNGXv3Po2+7RGVtv/0QNyAgJwQTSwHdvP8HLrojve13mCAQY0Cn78qQeQpvm/h3TF4/84r4K2dDeJ/QJHDSoakAreXKUfvhO52azwHtekQTOVKgwk6359PrZXSe9P+Ex92LUzh2jUUrtA4OmOe6wpfjIeweWIIAIyMiZqCwCc9SG7RuT9dDA612LVttqZ/mVzYt8RaZV3lMAfDxql4kcb8saf23PkbOW/bMWTe562atLCo6TU4eVmKt3Vh8NJA7I2bT0EfcMmXHH0mdKpIBHRkTJ6vsHXM+8S416DDvtLzv57bGf0iMTlVx0VOhvehRZSNREAdGp2uLOkYkM2maddSAjA3ywd/nXeT/RudQdwuYtrkZMGUGSSjdv2Kzbe00QgfWbtXDZ8U1v7Ps231zueQFCwstjerw4Ys7QpF5nDRV/Xv/m2uIdMnoUDmCE/aO73NJ97N29J4crQ1ZNf/X5LQt+LNxtJCu67elhAOMTBs4bMbtPTAZ6i4VPZJEDSCAX1JVlue1r4EAF9eVxYdGhrpJ1bWuPH609O3jhrAZmo3aznBSczep29bOjZndSRbgnwefWFd64+Mmj5qJGcBWcjYnv//l182JVYQ4nwAbyrcueX3p2c2NZM0ZwU+aVn0z6uwbFxjCLDHx31ckZS/5eaK8BcC7LI2J7rbnxjRD0e7SZz4lPPtEkd/Id2j7CTmQDmr3234vy1rpVQgUE6BKRHKuOdO3YbZooDsOLPDzTxnPAPN8nACCGLDYk8pbssdO7jfFNUieiesm8oWD318d+Omsoz4hInNnjqlFp/RrriDu6WmaqfX/f9/sqT1SZ9enhCVck9bml57gIhYaadlQ7199DVac/3L/sWN1Zuyz11XWeO2B6dlSyX/evQ+TzfHBwxcM/v+55WjrqmHbfrEVJ6shWn8/kE/NzO/28OTqHO5LaA+tTl94JitF1MPOsWZEVzy/0BJBXV/z0hvd9DqqnK1MHJKkjsTWHCQTJOPi3KIkYtrDJHINktBxeFWCLR6Sw8yv1pw1l96x9uZaZ3TQcAEA8C39s8M3YNgqOnNVq/dKB2OiBBXtant+aAYH5Rkco1n9Xzpvsy0Ar87ffv/LlEqp3S1tHAIjjoQunPjcwPhsDd7BVFlELC3mTSLf+rNkgPm/mO+Lvr2ocT7Ot9Mjdy/9Rh2aP+Uwkymze6DlXpvRz6csLOYNc/F0QbzyLGDnQydri7/N+eWv/khpm9iLfBcJH+t80u+81gnuJ5Evo/xbwXef3gAz06cFVj254q0GwkbfyRBVn9/S89vkrZokXTYw4CIvztx2wSUAyUaW5ftmJzf89vn5Hea7f6sc9w1JfHfngmPT+yg4cKjgf6ANZgdbmbRvTeZCGKQQA9D7Eyqk3vLhHDmAHeUvR4flbFm4pPWxkfkgoh3eZoYhZdfPr3SIvlq2KrUCfALaU5U7474PJ2rjRaQNn9BxzeXJvBTDRUSDWbRgcK6QMJAGdqC1cfnzz5jN7N5ceMjO7z5EsTR5iN03S/256tas24SJMSWkBfQIoaKiY8e3f9xhOOhJRRGJaUZ0aHp8YGqNVarSKEDUqCUACyShZGmzmCnNtoaGi2lxnx8YTrPzoLUbYIzx1UubQe/tNTQuLhwvp9N22Ql8Cftfyf/63YCNHDk3VZrGRVAnE6HoJu/s7jmMdHs6ZMW/kbA2KcBE3sRkHERH2lB3/Pn8TZ7zRfAF3xiuwlePzDgGgigvDkvpMzxo1LLl3D126iBd7gSSxOQeRoLC2PAxCbNxgRzo3xYAASKiWxGldRz054q6u4QkCuY6RoQvbl/rNmkcGKrPV/5q/b8H+lduKD1qYJDEKJqblODtGIWP3iLSbe40fmzW4Z1S6qvHIBgrm7N9LNo/LZpeI11iNpfqqk7WF+YayEmNVlaW+wW4xS1abbOcESkFQC0qNqNKpwxNCdSnauM6RSQnhMUnaGBVTwB8yGb9joO+XqGkcGDfqGuGSPLemBbvuOQaJyE+VdwbInFXCWh1n53BxlMNoK9lv2yYDMYKLVimdZ5vvIldT4vlGHy/mERAvyf7Fq3ku2TyX2iX0L6F/qV1C/xL6l9ol9C+hf6ldQv8S+pfaJfQvoX+ptVH7f2zA/k/CuUabAAAAAElFTkSuQmCC"/><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y2c ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2d w5 h9"><div class="t m0 x9 h8 y2e ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xa y2d w6 h9"><div class="t m0 xb ha y2f ff7 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y30 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y31 ff8 fs3 fc0 sc0 ls0 ws0">Declaração de Práticas de Certificaçã<span class="_ _7"></span>o da Autoridade Certificadora<span class="_ _7"></span> Raiz da ICP-Brasil <span class="ff9">–</span> <span class="lsb">DO</span>C-ICP-<span class="ls9">01</span> <span class="lsc">v.</span>6<span class="lsa">.0<span class="_ _7"></span></span> <span class="_ _d"></span> <span class="_ _e"> </span> <span class="_ _e"> </span> <span class="_ _e"> </span><span class="ffa ls9">29</span> </div><div class="t m0 x4 h4 y72 ff6 fs0 fc0 sc0 ls0 ws0">5.1.3.3<span class="ff5"> <span class="_ _8"></span><span class="ff6">Todas <span class="_ _5"></span>as <span class="_ _5"></span>portas <span class="_ _5"></span>de <span class="_ _5"></span>passagem <span class="_ _6"></span>entre <span class="_ _5"></span>os <span class="_ _5"></span>níveis <span class="_ _5"></span>de <span class="_ _6"></span>acesso <span class="_ _5"></span>3 <span class="_ _5"></span>e <span class="_ _5"></span>4 <span class="_ _6"></span>do <span class="_ _5"></span>ambiente <span class="_ _5"></span>são <span class="_ _5"></span>monitoradas </span></span></div><div class="t m0 x4 h8 y1dc ff6 fs0 fc0 sc0 ls0 ws0">por <span class="_ _c"></span>sistema <span class="_ _7"></span>de <span class="_ _6"></span>notificação <span class="_ _7"></span>de <span class="_ _c"></span>alarmes. <span class="_ _c"></span>Onde <span class="_ _c"></span>houver, <span class="_ _c"></span>a <span class="_ _c"></span>partir <span class="_ _c"></span>do <span class="_ _c"></span>nível <span class="_ _c"></span>2, <span class="_ _c"></span>vidros <span class="_ _c"></span>separando <span class="_ _c"></span>níveis <span class="_ _c"></span>de </div><div class="t m0 x4 h8 y1dd ff6 fs0 fc0 sc0 ls0 ws0">acesso, é implantado um mecanismo de alarme de quebra, que está ligado ininterruptamente. </div><div class="t m0 x4 h4 y24e ff6 fs0 fc0 sc0 ls0 ws0">5.1.3.4<span class="ff5"> <span class="_ _8"></span><span class="ff6">Em <span class="_ _5"></span>todos <span class="_ _6"></span>os <span class="_ _5"></span>ambientes <span class="_ _6"></span>de <span class="_ _5"></span>quarto <span class="_ _6"></span>nível, <span class="_ _5"></span>um <span class="_ _6"></span>alarme <span class="_ _5"></span>de <span class="_ _6"></span>detecção <span class="_ _6"></span>de <span class="_ _5"></span>movimentos <span class="_ _6"></span>permanece </span></span></div><div class="t m0 x4 h8 y24f ff6 fs0 fc0 sc0 ls0 ws0">ativo <span class="_ _7"></span>enquanto <span class="_ _7"></span>não <span class="_ _c"></span>for <span class="_ _7"></span>satisfeito <span class="_ _7"></span>o <span class="_ _c"></span>critério <span class="_ _7"></span>de <span class="_ _7"></span>acesso <span class="_ _c"></span>ao <span class="_ _7"></span>ambiente. <span class="_ _7"></span>Assim <span class="_ _7"></span>que, <span class="_ _c"></span>devido <span class="_ _7"></span>à <span class="_ _c"></span>saída <span class="_ _6"></span>de <span class="_ _7"></span>um </div><div class="t m0 x4 h8 y250 ff6 fs0 fc0 sc0 ls0 ws0">ou <span class="_ _a"></span>mais <span class="_ _a"></span>empregados, <span class="_ _b"></span>o <span class="_ _a"></span>critério <span class="_ _a"></span>mínimo <span class="_ _a"></span>de <span class="_ _b"></span>ocupação <span class="_ _a"></span>deixar <span class="_ _a"></span>de <span class="_ _b"></span>ser <span class="_ _a"></span>satisfeito, <span class="_ _a"></span>ocorre <span class="_ _b"></span>a <span class="_ _a"></span>reativação </div><div class="t m0 x4 h8 y251 ff6 fs0 fc0 sc0 ls0 ws0">automática dos sensores de presença. </div><div class="t m0 x4 h4 y252 ff6 fs0 fc0 sc0 ls0 ws0">5.1.3.5<span class="ff5"> <span class="_ _8"></span><span class="ff6">O <span class="_ _7"></span>sistema de notificação de <span class="_ _7"></span>alarmes utiliza pelo <span class="_ _7"></span>menos 2 (dois) <span class="_ _7"></span>meios de notificação: sonoro </span></span></div><div class="t m0 x4 h8 y253 ff6 fs0 fc0 sc0 ls0 ws0">e visual. </div><div class="t m0 x4 h4 y254 ff6 fs0 fc0 sc0 ls0 ws0">5.1.3.6<span class="ff5"> <span class="_ _8"></span><span class="ff6">O <span class="_ _5"></span>sistema <span class="_ _6"></span>de <span class="_ _5"></span>monitoramento <span class="_ _6"></span>das <span class="_ _5"></span>câmeras <span class="_ _6"></span>de <span class="_ _5"></span>vídeo, <span class="_ _6"></span>bem <span class="_ _5"></span>como <span class="_ _6"></span>o <span class="_ _5"></span>sistema <span class="_ _6"></span>de <span class="_ _5"></span>notificação <span class="_ _6"></span>de </span></span></div><div class="t m0 x4 h8 y255 ff6 fs0 fc0 sc0 ls0 ws0">alarmes, <span class="_ _21"> </span>são <span class="_ _2"> </span>permanentemente <span class="_ _21"> </span>monitorados <span class="_ _21"> </span>por <span class="_ _2"> </span>profissional <span class="_ _21"> </span>qualificado <span class="_ _21"> </span>e <span class="_ _2"> </span>estão <span class="_ _21"> </span>localizados <span class="_ _21"> </span>em </div><div class="t m0 x4 h8 y256 ff6 fs0 fc0 sc0 ls0 ws0">ambiente <span class="_ _7"></span>de nível <span class="_ _7"></span>3. <span class="_ _7"></span>As <span class="_ _7"></span>instalações <span class="_ _7"></span>do <span class="_ _7"></span>sistema <span class="_ _7"></span>de <span class="_ _7"></span>monitoramento, <span class="_ _7"></span>por <span class="_ _7"></span>sua <span class="_ _7"></span>vez, <span class="_ _7"></span>são <span class="_ _7"></span>monitorad<span class="_ _7"></span>as <span class="_ _7"></span>por </div><div class="t m0 x4 h8 y50 ff6 fs0 fc0 sc0 ls0 ws0">câmeras <span class="_ _5"></span>de <span class="_ _6"></span>vídeo <span class="_ _5"></span>cujo <span class="_ _5"></span>posicionamento <span class="_ _6"></span>permite <span class="_ _5"></span>o <span class="_ _5"></span>acompanhamento <span class="_ _6"></span>das <span class="_ _5"></span>ações <span class="_ _5"></span>dos <span class="_ _5"></span>profissionais <span class="_ _6"></span>de </div><div class="t m0 x4 h8 y30c ff6 fs0 fc0 sc0 ls0 ws0">monitoramento. </div><div class="t m0 x4 h4 y259 ff6 fs0 fc0 sc0 ls0 ws0">5.1.4<span class="ff5"> <span class="_ _2d"> </span></span>Mecanismos de emergência </div><div class="t m0 x4 h4 y33b ff6 fs0 fc0 sc0 ls0 ws0">5.1.4.1<span class="ff5"> <span class="_ _8"></span><span class="ff6">Mecanismos <span class="_ _2"> </span>específicos <span class="_ _2"></span>são <span class="_ _b"></span>implantados <span class="_ _2"> </span>pela <span class="_ _2"></span>AC <span class="_ _b"></span>Raiz <span class="_ _2"> </span>para <span class="_ _2"></span>garantir <span class="_ _b"></span>a <span class="_ _2"> </span>segurança <span class="_ _2"></span>de <span class="_ _b"></span>seu </span></span></div><div class="t m0 x4 h8 y33c ff6 fs0 fc0 sc0 ls0 ws0">pessoal <span class="_ _24"> </span>e <span class="_ _4"> </span>de <span class="_ _24"> </span>seus <span class="_ _24"> </span>equipamentos  em <span class="_ _24"> </span>situações <span class="_ _24"> </span>de <span class="_ _4"> </span>emergência. <span class="_ _24"> </span>Esses <span class="_ _24"> </span>mecanismos  per<span class="_ _7"></span>mitem <span class="_ _4"> </span>o </div><div class="t m0 x4 h8 y33d ff6 fs0 fc0 sc0 ls0 ws0">destravamento <span class="_ _6"></span>de <span class="_ _5"></span>portas <span class="_ _6"></span>por <span class="_ _6"></span>meio <span class="_ _5"></span>de <span class="_ _6"></span>acionamento <span class="_ _6"></span>mecânico, <span class="_ _5"></span>para <span class="_ _6"></span>a <span class="_ _6"></span>saída <span class="_ _5"></span>de <span class="_ _6"></span>emergência<span class="_ _7"></span> <span class="_ _5"></span>de <span class="_ _6"></span>todos </div><div class="t m0 x4 h8 y33e ff6 fs0 fc0 sc0 ls0 ws0">os <span class="_ _21"> </span>ambientes <span class="_ _21"> </span>com <span class="_ _21"> </span>controle <span class="_ _21"> </span>de <span class="_ _2"> </span>acesso. <span class="_ _21"> </span>A <span class="_ _21"> </span>saída <span class="_ _21"> </span>efetuada <span class="_ _21"> </span>por <span class="_ _21"> </span>meio <span class="_ _2"> </span>desses  mecani<span class="_ _0"></span>smos <span class="_ _21"> </span>acionam </div><div class="t m0 x4 h8 y33f ff6 fs0 fc0 sc0 ls0 ws0">imediatamente os alarmes de abertura de portas. </div><div class="t m0 x4 h4 y340 ff6 fs0 fc0 sc0 ls0 ws0">5.1.4.2<span class="ff5"> <span class="_ _8"></span><span class="ff6">A <span class="_ _6"></span>AC <span class="_ _6"></span>Raiz <span class="_ _6"></span>poder<span class="_ _7"></span>á <span class="_ _6"></span>especificar <span class="_ _6"></span>e <span class="_ _6"></span>implantar <span class="_ _c"></span>outros <span class="_ _6"></span>mecanismos <span class="_ _6"></span>de <span class="_ _6"></span>emergência, <span class="_ _6"></span>específicos <span class="_ _6"></span>e </span></span></div><div class="t m0 x4 h8 y341 ff6 fs0 fc0 sc0 ls0 ws0">necessários <span class="_ _b"></span>para <span class="_ _b"></span>cada <span class="_ _b"></span>tipo <span class="_ _2"></span>de <span class="_ _a"></span>inst<span class="_ _7"></span>alação. <span class="_ _b"></span>Todos <span class="_ _b"></span>os <span class="_ _b"></span>procedimentos <span class="_ _b"></span>referentes <span class="_ _b"></span>aos <span class="_ _b"></span>mecanismos <span class="_ _b"></span>de </div><div class="t m0 x4 h8 y342 ff6 fs0 fc0 sc0 ls0 ws0">emergência <span class="_ _2"> </span>são <span class="_ _21"> </span>documentados. <span class="_ _2"> </span>Os <span class="_ _21"> </span>mecanismos <span class="_ _2"> </span>e <span class="_ _21"> </span>procedim<span class="_ _0"></span>entos <span class="_ _21"> </span>de <span class="_ _2"> </span>emergência <span class="_ _2"> </span>são <span class="_ _21"> </span>verificados </div><div class="t m0 x4 h8 y343 ff6 fs0 fc0 sc0 ls0 ws0">semestralmente, por meio de simulação de situações de emergência  </div><div class="t m0 x4 h4 y344 ff6 fs0 fc0 sc0 ls0 ws0">5.1.5<span class="ff5"> <span class="_ _2d"> </span></span>Energia e ar-condicionado  </div><div class="t m0 x4 h4 y345 ff6 fs0 fc0 sc0 ls0 ws0">5.1.5.1<span class="ff5"> <span class="_ _8"></span><span class="ff6">A <span class="_ _b"></span>infraestrutura <span class="_ _b"></span>do <span class="_ _a"></span>ambiente <span class="_ _b"></span>de <span class="_ _a"></span>certifica<span class="_ _7"></span>ção <span class="_ _a"></span>da <span class="_ _b"></span>AC <span class="_ _a"></span>Raiz <span class="_ _b"></span>é <span class="_ _b"></span>dimensionada <span class="_ _a"></span>com <span class="_ _b"></span>sistemas <span class="_ _b"></span>e </span></span></div><div class="t m0 x4 h8 y346 ff6 fs0 fc0 sc0 ls0 ws0">dispositivos <span class="_ _30"> </span>que <span class="_ _30"> </span>garantem <span class="_ _1d"> </span>o <span class="_ _30"> </span>fornecimento <span class="_ _30"> </span>ininterrupto <span class="_ _30"> </span>de <span class="_ _30"> </span>energia <span class="_ _30"> </span>elétrica <span class="_ _1d"> </span>às <span class="_ _30"> </span>instalações. <span class="_ _30"> </span>As </div><div class="t m0 x4 h8 y347 ff6 fs0 fc0 sc0 ls0 ws0">condições <span class="_ _2b"> </span>de <span class="_ _2b"> </span>fornecimento <span class="_ _2b"> </span>de <span class="_ _2b"> </span>energia <span class="_ _2b"> </span>são <span class="_ _2b"> </span>mantidas <span class="_ _2a"> </span>de <span class="_ _2b"> </span>forma <span class="_ _2b"> </span>a <span class="_ _2b"> </span>atender <span class="_ _2b"> </span>os <span class="_ _2b"> </span>requis<span class="_ _7"></span>itos <span class="_ _2b"> </span>de </div><div class="t m0 x4 h8 y348 ff6 fs0 fc0 sc0 ls0 ws0">disponibilidade dos sistemas da AC Raiz e seus respectivos serviços. </div><div class="t m0 x4 h4 y349 ff6 fs0 fc0 sc0 ls0 ws0">5.1.5.2<span class="ff5"> <span class="_ _8"></span><span class="ff6">As <span class="_ _24"> </span>inst<span class="_ _7"></span>alações <span class="_ _24"> </span>da <span class="_ _24"> </span>AC <span class="_ _24"> </span>Raiz, <span class="_ _24"> </span>além <span class="_ _24"> </span>de <span class="_ _24"> </span>est<span class="_ _7"></span>arem <span class="_ _24"> </span>conectadas <span class="_ _24"> </span>à <span class="_ _24"> </span>rede <span class="_ _24"> </span>elétrica <span class="_ _24"> </span>provida <span class="_ _24"> </span>pela </span></span></div><div class="t m0 x4 h8 y34a ff6 fs0 fc0 sc0 ls0 ws0">concessionária <span class="_ _c"></span>de <span class="_ _c"></span>energia, <span class="_ _c"></span>dispõem <span class="_ _6"></span>de <span class="_ _c"></span>recursos <span class="_ _c"></span>que <span class="_ _c"></span>gar<span class="_ _7"></span>antem <span class="_ _c"></span>a <span class="_ _c"></span>capacidade <span class="_ _6"></span>de <span class="_ _c"></span>redundância <span class="_ _c"></span>de <span class="_ _6"></span>toda </div><div class="t m0 x4 h8 y34b ff6 fs0 fc0 sc0 ls0 ws0">a estrutura <span class="_ _7"></span>de <span class="_ _7"></span>energia e <span class="_ _7"></span>ar-condicionado <span class="_ _7"></span>para <span class="_ _7"></span>sua operação <span class="_ _7"></span>ininterrupta, mesmo <span class="_ _7"></span>em caso <span class="_ _7"></span>de <span class="_ _7"></span>falha no </div><div class="t m0 x4 h8 y34c ff6 fs0 fc0 sc0 ls0 ws0">fornecimento de energia pela concessionária. São eles:  </div><div class="t m0 x2e h4 y34d ff6 fs0 fc0 sc0 ls1 ws0">a)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ff6">gerador de energia de porte compatível; </span></span></div><div class="t m0 x2e h4 y34e ff6 fs0 fc0 sc0 ls0 ws0">b)<span class="ff5"> <span class="_ _2a"> </span></span>gerador de energia em reserva, operando de forma redundante; </div><div class="t m0 x2e h4 y34f ff6 fs0 fc0 sc0 ls1 ws0">c)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ff6">sistema para fornecimento de energia ininterrupta (<span class="ff8">no-breaks</span>) redundante; </span></span></div><div class="t m0 x2e h4 y350 ff6 fs0 fc0 sc0 ls0 ws0">d)<span class="ff5"> <span class="_ _2a"> </span></span>sistema de aterramento e proteção contra descargas atmosféricas; e </div><div class="t m0 x2e h4 y351 ff6 fs0 fc0 sc0 ls1 ws0">e)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ff6">iluminação de emergência. </span></span></div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
<div id="pf20" class="pf w0 h0" data-page-no="20"><div class="pc pc20 w0 h0"><img class="bi x7 y2b w4 h7" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y2c ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2d w5 h9"><div class="t m0 x9 h8 y2e ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xa y2d w6 h9"><div class="t m0 xb ha y2f ff7 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y30 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y31 ff8 fs3 fc0 sc0 ls0 ws0">Declaração de Práticas de Certificaçã<span class="_ _7"></span>o da Autoridade Certificadora<span class="_ _7"></span> Raiz da ICP-Brasil <span class="ff9">–</span> <span class="lsb">DO</span>C-ICP-<span class="ls9">01</span> <span class="lsc">v.</span>6<span class="lsa">.0<span class="_ _7"></span></span> <span class="_ _d"></span> <span class="_ _e"> </span> <span class="_ _e"> </span> <span class="_ _e"> </span><span class="ffa ls9">30</span> </div><div class="t m0 x4 h4 y72 ff6 fs0 fc0 sc0 ls0 ws0">5.1.5.3<span class="ff5"> <span class="_ _8"></span><span class="ff6">Todos <span class="_ _3"> </span>os <span class="_ _3"> </span>cabos <span class="_ _3"> </span>elétricos <span class="_ _1d"> </span>estão <span class="_ _3"> </span>protegidos <span class="_ _3"> </span>por <span class="_ _1d"> </span>tubulações <span class="_ _3"> </span>ou <span class="_ _3"> </span>dutos <span class="_ _1d"> </span>apr<span class="_ _7"></span>opriados. <span class="_ _1d"> </span>São </span></span></div><div class="t m0 x4 h8 y1dc ff6 fs0 fc0 sc0 ls0 ws0">utilizadas <span class="_ _a"></span>tubulações, <span class="_ _a"></span>dutos, <span class="_ _5"></span>calhas, <span class="_ _a"></span>quadros <span class="_ _a"></span>e <span class="_ _5"></span>caixas <span class="_ _b"></span><span class="ff10">–</span> <span class="_ _a"></span>de <span class="_ _a"></span>passagem, <span class="_ _5"></span>distribuição <span class="_ _a"></span>e <span class="_ _a"></span>terminação <span class="_ _a"></span><span class="ff10">–</span> </div><div class="t m0 x4 h8 y1dd ff6 fs0 fc0 sc0 ls0 ws0">projetados <span class="_ _5"></span>e <span class="_ _a"></span>construídos <span class="_ _5"></span>de <span class="_ _5"></span>for<span class="_ _7"></span>ma <span class="_ _5"></span>a <span class="_ _a"></span>facilitar <span class="_ _5"></span>vistorias <span class="_ _a"></span>e <span class="_ _5"></span>a <span class="_ _a"></span>detecção <span class="_ _5"></span>de <span class="_ _5"></span>tentativas <span class="_ _a"></span>de <span class="_ _5"></span>violação. <span class="_ _a"></span>São </div><div class="t m0 x4 h8 y1de ff6 fs0 fc0 sc0 ls0 ws0">utilizados <span class="_ _5"></span>dutos <span class="_ _a"></span>separados <span class="_ _5"></span>para <span class="_ _5"></span>os <span class="_ _a"></span>cabos <span class="_ _5"></span>de <span class="_ _5"></span>energia, <span class="_ _a"></span>de <span class="_ _5"></span>telefonia <span class="_ _a"></span>e <span class="_ _5"></span>de <span class="_ _5"></span>dados. <span class="_ _a"></span>Todos <span class="_ _5"></span>os <span class="_ _5"></span>cabos <span class="_ _a"></span>são </div><div class="t m0 x4 h8 y321 ff6 fs0 fc0 sc0 ls0 ws0">catalogados, <span class="_ _7"></span>identificados <span class="_ _c"></span>e <span class="_ _6"></span>periodicamente <span class="_ _7"></span>vistoriados, <span class="_ _c"></span>no <span class="_ _c"></span>mínimo <span class="_ _c"></span>a <span class="_ _c"></span>cada <span class="_ _c"></span>6 <span class="_ _c"></span>(seis) <span class="_ _c"></span>meses, <span class="_ _c"></span>na <span class="_ _c"></span>busca </div><div class="t m0 x4 h8 y322 ff6 fs0 fc0 sc0 ls0 ws0">de evidências de violação ou de outras anormalidades. </div><div class="t m0 x4 h4 y251 ff6 fs0 fc0 sc0 ls0 ws0">5.1.5.4<span class="ff5"> <span class="_ _8"></span><span class="ff6">O <span class="_ _a"></span>sistema <span class="_ _b"></span>de <span class="_ _a"></span>climatização <span class="_ _a"></span>atende <span class="_ _a"></span>aos <span class="_ _a"></span>requisitos <span class="_ _a"></span>de <span class="_ _a"></span>temperatura <span class="_ _a"></span>e <span class="_ _a"></span>umidade <span class="_ _a"></span>exigidos <span class="_ _a"></span>pelos </span></span></div><div class="t m0 x4 h8 y324 ff6 fs0 fc0 sc0 ls0 ws0">equipamentos <span class="_ _7"></span>utilizados <span class="_ _7"></span>no <span class="_ _7"></span>ambiente, <span class="_ _7"></span>dispõe <span class="_ _7"></span>de <span class="_ _7"></span>filtros <span class="_ _7"></span>de <span class="_ _c"></span>poeira <span class="_ _7"></span>e <span class="_ _7"></span>é <span class="_ _7"></span>independente <span class="_ _7"></span>do <span class="_ _7"></span>sistema <span class="_ _7"></span>de <span class="_ _7"></span>ar<span class="_ _7"></span>-</div><div class="t m0 x4 h8 y325 ff6 fs0 fc0 sc0 ls0 ws0">condicionado do edifício onde está localizado. </div><div class="t m0 x4 h4 y308 ff6 fs0 fc0 sc0 ls0 ws0">5.1.5.5<span class="ff5"> <span class="_ _8"></span><span class="ff6">Nos <span class="_ _21"> </span>ambientes <span class="_ _2"></span>de <span class="_ _2"> </span>nível <span class="_ _2"> </span>4, <span class="_ _21"> </span>o <span class="_ _2"></span>sistema <span class="_ _2"> </span>de <span class="_ _21"> </span>climatização <span class="_ _2"></span>é <span class="_ _2"> </span>independente, <span class="_ _2"> </span>tolerante <span class="_ _21"> </span>a <span class="_ _b"></span>fal<span class="_ _7"></span>has, </span></span></div><div class="t m0 x4 h8 y309 ff6 fs0 fc0 sc0 ls0 ws0">redundante <span class="_ _7"></span>e <span class="_ _7"></span>composto <span class="_ _7"></span>por <span class="_ _c"></span>sistemas <span class="_ _7"></span>de <span class="_ _7"></span>ar<span class="_ _7"></span>-condicionado <span class="_ _7"></span>de <span class="_ _7"></span>precisão <span class="_ _7"></span>e <span class="_ _7"></span>refrigeração <span class="_ _c"></span>de <span class="_ _7"></span>conforto <span class="_ _7"></span>para </div><div class="t m0 x4 h8 y30a ff6 fs0 fc0 sc0 ls0 ws0">área <span class="_ _c"></span>administrativa <span class="_ _c"></span>e <span class="_ _6"></span>demais <span class="_ _c"></span>ambientes. <span class="_ _c"></span>O <span class="_ _c"></span>sistema <span class="_ _6"></span>de <span class="_ _c"></span>ar <span class="_ _c"></span>condic<span class="_ _7"></span>ionando <span class="_ _c"></span>dos <span class="_ _c"></span>ambientes <span class="_ _6"></span>de <span class="_ _c"></span>nível <span class="_ _c"></span>4 <span class="_ _c"></span>é </div><div class="t m0 x4 h8 y30b ff6 fs0 fc0 sc0 ls0 ws0">interno, <span class="_ _2"> </span>com <span class="_ _2"> </span>troca <span class="_ _21"> </span>de <span class="_ _2"></span>ar <span class="_ _2"> </span>realizada <span class="_ _2"> </span>apenas <span class="_ _21"> </span>por <span class="_ _b"></span>aber<span class="_ _7"></span>tura <span class="_ _2"> </span>da <span class="_ _2"> </span>porta <span class="_ _21"> </span>e <span class="_ _2"> </span>a <span class="_ _21"> </span>temperatura <span class="_ _b"></span>dos <span class="_ _21"> </span>ambientes </div><div class="t m0 x4 h8 y352 ff6 fs0 fc0 sc0 ls0 ws0">atendidos <span class="_ _c"></span>pelo <span class="_ _6"></span>sistema <span class="_ _6"></span>de <span class="_ _c"></span>climatização <span class="_ _6"></span>é <span class="_ _6"></span>permanentemente <span class="_ _c"></span>monitorada <span class="_ _c"></span>pelo <span class="_ _6"></span>sistema <span class="_ _6"></span>de <span class="_ _c"></span>notificação </div><div class="t m0 x4 h8 y353 ff6 fs0 fc0 sc0 ls0 ws0">de alarmes.  </div><div class="t m0 x4 h4 y354 ff6 fs0 fc0 sc0 ls0 ws0">5.1.6<span class="ff5"> <span class="_ _2d"> </span></span>Exposição à água  </div><div class="t m0 x4 h8 y355 ff6 fs0 fc0 sc0 ls0 ws0">A <span class="_ _2"></span>estrutura <span class="_ _2"> </span>inteiriça <span class="_ _2"> </span>do <span class="_ _2"> </span>ambiente <span class="_ _2"> </span>de <span class="_ _2"> </span>nível <span class="_ _21"> </span>4 <span class="_ _b"></span>da <span class="_ _2"> </span>AC <span class="_ _2"> </span>Raiz <span class="_ _21"> </span>é <span class="_ _2"></span>construída <span class="_ _2"></span>na <span class="_ _2"></span>forma <span class="_ _2"></span>de <span class="_ _2"> </span>uma <span class="_ _2"> </span>célula </div><div class="t m0 x4 h8 y356 ff6 fs0 fc0 sc0 ls0 ws0">estanque, <span class="_ _24"> </span>a <span class="_ _24"> </span>fim <span class="_ _24"> </span>de <span class="_ _4"> </span>prover <span class="_ _24"> </span>a <span class="_ _24"> </span>proteção <span class="_ _24"> </span>física <span class="_ _24"> </span>contra <span class="_ _24"> </span>infiltrações <span class="_ _4"> </span>e <span class="_ _24"> </span>inundações <span class="_ _24"> </span>provenientes <span class="_ _24"> </span>de </div><div class="t m0 x4 h8 y357 ff6 fs0 fc0 sc0 ls0 ws0">qualquer <span class="_ _a"></span>fonte <span class="_ _a"></span>externa. <span class="_ _5"></span>Além <span class="_ _a"></span>disso, <span class="_ _a"></span>existe <span class="_ _a"></span>um <span class="_ _a"></span>sistema <span class="_ _a"></span>de <span class="_ _a"></span>alarme <span class="_ _a"></span>de <span class="_ _5"></span>detecção <span class="_ _a"></span>de <span class="_ _a"></span>umidade <span class="_ _a"></span>e <span class="_ _a"></span>uma </div><div class="t m0 x4 h8 y358 ff6 fs0 fc0 sc0 ls0 ws0">equipe de monitoração pronta para responder a qualquer exposição improvável à água.  </div><div class="t m0 x4 h4 y340 ff6 fs0 fc0 sc0 ls0 ws0">5.1.7<span class="ff5"> <span class="_ _2d"> </span></span>Prevenção e proteção contra incêndio  </div><div class="t m0 x4 h4 y359 ff6 fs0 fc0 sc0 ls0 ws0">5.1.7.1<span class="ff5"> <span class="_ _8"></span><span class="ff6">Nas <span class="_ _21"> </span>instalações <span class="_ _2"> </span>da <span class="_ _21"> </span>AC <span class="_ _2"></span>não <span class="_ _2"> </span>é <span class="_ _21"> </span>permitido <span class="_ _2"></span>fumar <span class="_ _2"> </span>ou <span class="_ _2"> </span>port<span class="_ _7"></span>ar <span class="_ _2"> </span>objetos <span class="_ _21"> </span>que <span class="_ _2"></span>produzam <span class="_ _2"> </span>fogo <span class="_ _2"> </span>ou </span></span></div><div class="t m0 x4 h8 y35a ff6 fs0 fc0 sc0 ls0 ws0">faísca. </div><div class="t m0 x4 h4 y35b ff6 fs0 fc0 sc0 ls0 ws0">5.1.7.2<span class="ff5"> <span class="_ _8"></span><span class="ff6">As <span class="_ _2"> </span>instalações <span class="_ _2"> </span>possuem <span class="_ _2"> </span>sistema <span class="_ _2"> </span>de <span class="_ _2"></span>detecção <span class="_ _2"></span>de <span class="_ _2"></span>fumaça, <span class="_ _2"></span>sistema <span class="_ _b"></span>de <span class="_ _2"> </span>detecção <span class="_ _2"> </span>precoce <span class="_ _2"> </span>de </span></span></div><div class="t m0 x4 h8 y35c ff6 fs0 fc0 sc0 ls0 ws0">incêndio, por meio <span class="_ _7"></span>da análise de <span class="_ _7"></span>partículas iônicas, <span class="_ _7"></span>e sistema de <span class="_ _7"></span>extinção de incêndio <span class="_ _7"></span>por gás inerte, </div><div class="t m0 x4 h8 y35d ff6 fs0 fc0 sc0 ls0 ws0">não corrosivo, não combustível e não reagente com a maioria das substâncias. </div><div class="t m0 x4 h4 y346 ff6 fs0 fc0 sc0 ls0 ws0">5.1.7.3<span class="ff5"> <span class="_ _8"></span><span class="ff6">Os <span class="_ _2"> </span>sistemas <span class="_ _2"></span>de <span class="_ _b"></span>prevenção <span class="_ _2"> </span>contra <span class="_ _2"></span>incêndios, <span class="_ _b"></span>internos <span class="_ _2"> </span>aos <span class="_ _2"></span>ambientes, <span class="_ _b"></span>possibilitam <span class="_ _2"></span>alarmes </span></span></div><div class="t m0 x4 h8 y347 ff6 fs0 fc0 sc0 ls0 ws0">preventivos <span class="_ _1d"> </span>antes <span class="_ _1d"> </span>de <span class="_ _3"> </span>fumaça <span class="_ _1d"> </span>visível, <span class="_ _1d"> </span>disparados <span class="_ _1d"> </span>somente <span class="_ _3"> </span>com <span class="_ _1d"> </span>a <span class="_ _1d"> </span>presença <span class="_ _1d"> </span>de <span class="_ _1d"> </span>partículas<span class="_ _7"></span> <span class="_ _1d"> </span>que </div><div class="t m0 x4 h8 y348 ff6 fs0 fc0 sc0 ls0 ws0">caracterizam <span class="_ _5"></span>o <span class="_ _a"></span>sobreaquecimento <span class="_ _a"></span>de <span class="_ _5"></span>materiais <span class="_ _a"></span>elétricos <span class="_ _a"></span>e <span class="_ _5"></span>outros <span class="_ _a"></span>materiais <span class="_ _5"></span>combustíveis <span class="_ _a"></span>presentes </div><div class="t m0 x4 h8 y35e ff6 fs0 fc0 sc0 ls0 ws0">nas instalações. </div><div class="t m0 x4 h4 y34a ff6 fs0 fc0 sc0 ls0 ws0">5.1.7.4<span class="ff5"> <span class="_ _8"></span><span class="ff6">Em <span class="_ _5"></span>caso <span class="_ _6"></span>de <span class="_ _6"></span>incêndio <span class="_ _6"></span>nas <span class="_ _5"></span>instalações <span class="_ _c"></span>da <span class="_ _5"></span>AC <span class="_ _6"></span>Raiz, <span class="_ _6"></span>o <span class="_ _6"></span>aumento <span class="_ _5"></span>da <span class="_ _6"></span>temperatura <span class="_ _6"></span>int<span class="_ _7"></span>erna <span class="_ _6"></span>dentro </span></span></div><div class="t m0 x4 h8 y34b ff6 fs0 fc0 sc0 ls0 ws0">da <span class="_ _21"> </span>sala-cofre <span class="_ _2"> </span>não  deverá <span class="_ _2"> </span>exceder <span class="_ _21"> </span>a <span class="_ _21"> </span>50 <span class="_ _2"> </span>(cinquenta) <span class="_ _21"> </span>graus <span class="_ _21"> </span>Celsius <span class="_ _21"> </span>e <span class="_ _2"> </span>a <span class="_ _21"> </span>sala <span class="_ _21"> </span>deverá <span class="_ _2"> </span>suportar <span class="_ _21"> </span>essa </div><div class="t m0 x4 h8 y34c ff6 fs0 fc0 sc0 ls0 ws0">condição por pelo menos 1 (uma) hora. </div><div class="t m0 x4 h4 y35f ff6 fs0 fc0 sc0 ls0 ws0">5.1.8<span class="ff5"> <span class="_ _2d"> </span></span>Armazenamento de mídia  </div><div class="t m0 x4 h8 y360 ff6 fs0 fc0 sc0 ls0 ws0">A  AC  Raiz  atende <span class="_ _4"> </span>à  norma <span class="_ _4"> </span>brasileira  NBR  11.515/NB  1334 <span class="_ _24"> </span>-  Critérios  de  Segurança <span class="_ _4"> </span>Física </div><div class="t m0 x4 h8 y361 ff6 fs0 fc0 sc0 ls0 ws0">Relativos <span class="_ _2"> </span>ao <span class="_ _21"> </span>Armazenamento <span class="_ _2"> </span>de <span class="_ _21"> </span>Dados <span class="_ _2"> </span>[12] <span class="_ _21"> </span>para <span class="_ _2"> </span>garantir <span class="_ _2"> </span>a <span class="_ _21"> </span>segurança <span class="_ _2"> </span>de <span class="_ _21"> </span>mídias <span class="_ _2"></span>armazenadas, </div><div class="t m0 x4 h8 y362 ff6 fs0 fc0 sc0 ls0 ws0">dispondo <span class="_ _21"> </span>de <span class="_ _2"> </span>ambientes <span class="_ _21"> </span>específicos <span class="_ _21"> </span>que <span class="_ _2"> </span>garantem <span class="_ _21"> </span>que <span class="_ _21"> </span>as <span class="_ _2"> </span>mídias <span class="_ _21"> </span>neles <span class="_ _21"> </span>armazenadas <span class="_ _21"> </span>não <span class="_ _2"> </span>sofram </div><div class="t m0 x4 h8 y363 ff6 fs0 fc0 sc0 ls0 ws0">nenhum <span class="_ _a"></span>tipo <span class="_ _a"></span>de <span class="_ _5"></span>dano <span class="_ _a"></span>gerado <span class="_ _a"></span>por <span class="_ _a"></span>fatores <span class="_ _a"></span>externos <span class="_ _a"></span>e <span class="_ _a"></span>protegidos <span class="_ _5"></span>contra <span class="_ _a"></span>danos <span class="_ _a"></span>cau<span class="_ _7"></span>sados <span class="_ _a"></span>por <span class="_ _a"></span>fogo <span class="_ _a"></span>e </div><div class="t m0 x4 h8 y364 ff6 fs0 fc0 sc0 ls0 ws0">água. </div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
<div id="pf21" class="pf w0 h0" data-page-no="21"><div class="pc pc21 w0 h0"><img class="bi x7 y2b w4 h7" alt="" 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ZGxvTplZUQnRjmu49MaZP87FVQgaJiiXTSPH3+cEJBSIuIUJFjBH/pEGq7QKNQAVGmqH/vxvSaljK40F0JAQoHj6jvf7KyN31Ry+K7vny+y1zgSF5AgdlPYLd3H/23ozGhNWKG55t1t36zI21xqqDKLksz8KFgkVMqskzpqfOchU7NHjUnrpwTBZwkkK/ENZ/YtP75xzcmtZbY6iZH3djMClSxEi2G39LnqiStmRgsh7r83gzTi49kN3OLrJN7Z6+pnRtzVDpqHPP1QAkAkJAQoNVZLDuh9VnqRC7f2vzoEFAAoET9rr9Ez77wEhYxmklbm77h3/fxiXgVCE3dcxvUrT2/pGpe+6MjqAxUnG8AGCKDy92wO/YBkZnK+XPXh8ZWfHFs1rFOvZ4bcNTK1rwjOhD47yStPbn111393VB7jSBRwAxWZFXIx1L168OsFR1bO7Xf934bcpnZtYuFAZ+xVPvY+AEC1bGwfhhmdNfPIFUniQHagSsk0b/MnVoXssew7oYAr43KeGfmn5gs3EsC60j23/O/ZYmuV1+iJwEZ2G/zYz29trcxtQFtApep7fQSZ0aaKQ1O+f+LN3Uu4S80vObbxxlXPbq0+KgucEP3Zix48ECFUc+MLuxe9uGWhvU0JB7F1+gbxUO3pK76+H126R+a83tpQaaqtkxu8lSCByPH6zJFvjX8kQlA3f22J0XM/vWcSbG7lMZwIxIRGLj68PlAajxoUCSHRoaIGASostdUWveRjCJoF+/PbPh2d1n9AXBcT2V/Z+aVdIJeH4gRayYWpWSN66tI5UUF92f7KE4dq83nTMBBHeGPvtwnhsff2ndJWqRJiqwQfAAySeUfl0cAOYCPnw8bE58wecN21nYcFtRUdocFuaQygO/QaITKiKEXYMVNNk+KmplnVPzxzwbXPdYtKcdDddqC1+TvuWDnPd6ga0PbD6R0D4rL2lJ04UpffNOddNPI9vae8MeYh5rSr0Ary9d/9fXXxTlcKJhJAA7M9v/Hj67qOTNBE/u7ot6Ylh8df32d8TqeuzJ+114zqYARZqoShqX1CRNXmsweKa8oGxWQbG/TVFoMMnCNw5ByBAGIU4V/PeKlzaHyjn64guCZjSE9d5x3VR31J8NP6UgIoMVTI3kKDDCBEqW6MRiCAGoR7el+rFTRNj00EAAJhraGuw6LvRLnAUHrf+pdVII5K7j+nz7VXZgzUCsoWBoAAAR7pc+O8EbPUTIEAdpL15oYIjVbiskW21ZmNJpu51massxga7OZIpTYzNA4dkXMEK5eLDJUnas5aud2vjVZuquEAOk2EAF6WGUkM3t675Ex9ef+4LomhMQmhuki1Nieh65WdB6qYIxG8SYbaMBh7Lugz8umav7ocHMEM0prinesLd42OyVl608thgqp55RNH2keH3BLClI6+qlCMDYkAIKUghAjKaKXW5ZE5rQ4OUGat31V0ZH9J3urTWw/UnLQLxANEO+1cQoAhKb0T1NFnbdVusxEBwIz2b05v+Ob0Bke2PgIoZZag0XWLTp3Zd/LkrsNCQERs4zB4q9FP1OhmZI1uXHaIqEGyVDbU7i7JLZZqyZ+ekRhtqNq/7uT26dkjmx1UHJzYI0Yd3ryGkhFq5IbTVcWb8vdsLNx7oCyvkutlJI7k6g0246SEgmJkSv/PT/0AAWywxqCmWZRP2yvyyyt+XLPnsp3dXx3/50HxXfH8op+u7TR/1P3u0VQiAoR6u2nx0Z//tWPRGXOFb8dkRp8eWjk1ewS4VaP0Zk44TOs2RgA/BIIMfEdJ7rr8nSdqzx6sPnWmtsyKktNUd5jN7mWzsTleGAGeG3Z3vdW4tnCnDWVoyX4gABujzbW5k7579KnBd97dd1K4qD5v6GNj2UU3lx0AohShs/pMsnHp4U1v+N0wt7viaI29AQJHYjWk6JvU1fdTC7f/fcP7H+QutzaCJXhTRAxAlFmqJnZocp9D9QX7qvOa6ULniITvrnvx4wMrX9j0aaVskBj3IQw8oxEIAFAlGR779Z2DpSc+nPS4oo3iRW1cIcYuBXRH9HZTvcUYwpSBCBAViTptlO81X9r2+dtH/se9s04ICaNE7eiU/pd16pEW3qlXbEZGZKKCiTeteK559B0M5Zy+19zUY2yxvvJw5am8uqIKU12BofRMfVmhscJoN8vIuc+GF5nRVyfX31s2dXBC946FPgfaVn50/vYvAuWLO4pIEQR0eRVcCFV4T+oGsC88vIb7SfjBvpGZq296I14Z5ub7kARQazEEN4cpUqGJ1KX11KW5qzgTtx+rKjhaVfDloXUbyva55xohgI3xw5X55w19jmAFWWqiDIkAGmTLmhNb//rj2xWg9xsSIIQwMSRcHWqz2gLJvoCM+TAfRYbKSks9MD8B/Wu7jOik9Fqi0UK2gvrSQA9vtFuOVpyxkiQD58AlkDmRzGXivE9s51RtnEAYzlSD4roOisuemj3yxiVPrS/f22hEERAA82PR/i7oEwDsrjyW+cE09zIIkixbZLsNJDlAcqaDO+wf1zVKDC232lplNlTUV9tB8rv33S5LztQuIkS0k7yz7PjbexafMZUHWnglpCd+fGtL7VEvExkB+kZ0/m76S6na2MaN5KFMOTi5509le7lbZgsCxYdEnRf0GQDZSa7wqPbYlNHkTG71F2xjhLf1mCC2nh7pFBmjBFFCu6818/6B71Mi4q/KGioiKzfVvL9z6aLja+2MB4qncoAwUf3A0Bt/XT3PI3eRABD2Gk7evOzZ+eMezo5OEZlgtFsW7l/1yq4vJcGD1o3k6kFJPc6b7Ddjn/mzHNAh+lmK+IlZl5/D86Vo4xJDdCctpb6A1vKGuRtei/rpfYbMKJnNCtm1qwv9ph5JsoSA47MuS1BFFdlrvHpAANuqj479Ym5iqE4hiHUmQxU3uKB3DqfIcUa3sQmh0W2FfjvlMDcxtHGK8GcH3PHTzHd0Ku05XEgNwtwBMxRNif/ebkSVYKpgRpNSJiQgUHNhRHwfv/u0KxpqZODhqH5s8C1+L0gIZoV0ylZ+zFxchnovqQ9nmheGzP732LkCnReGOWjkEVAgjCBVv07Zr4x9KCem8zlvoEKAB/pdp0Dxb5vfM4C1GTdK4Gyorvuzo+9J1cbnfHq7SSF5fe2kvuRQdf5AXdYD/aZFqsP/uuHtKjJQS/QfEgFgNGneGf/4DdmjWZtu/PCDvgYVt/YYX8fNrbqQEhVhCo1WpdGpw2M0kclhcZnRSRGKEMEVkHb8HSqqZvWZZBb8OJlRXK0CX1cXRGT39psyOKnHypNbTtUXn6orrrbU27gdATWCMjYkKiMiIS2s04jknGEpvZUocqD/jHrwQO0p30E6UpTXV5epQDazx7iRKX03nd2fX196oq6wuKHKYDEZJZNFtnHOmcCUKEYotYlhsSna2MsTeo3LHBSrjmBuHVEAu7vn1WbyY/8MS+jtEMNBcdlzekzxAzqxMFEDgbNoWxvBCTpVrbkLB/qsqdIBAXAgxykiMhEAKABFT/Ir4AFjAW9NHBz5mB5YOM6OawUWHoYZBoOBF/rksmBagb6fhAv3jFm3K7niSS2eyOeR9e+FZuPtGtcWbMVYN/YWsZnn9+6eFztCgSB21atpxqf0uCkG2FfmNSFABqqzNZQbq0/VFhfoy0qMVZWWugbJYrJbbbKdgFRMEapQh4jquJCoZG1sZkRCF11qXGiUVlQ7eCGvJP9GotjrdaCB932XEwFAgHCxV146BDM1PYbBU2iaJ/AcP/RK0vaWOi8zzDGkAXf1kfNwvWqbcWfJkU/3LvulcL+RrG6clCMqiv6XQQKlLEQrtNOyR80eOK1rZJIaRQwyyHXRNP/oc6CTdcWrT21fW7B9R1muQTLJ2Kr6Qk3ihgRKEhJCdVemDrwmY+io9P7hipBL8Luh7yaOHOiksezjXd9/eHCZgVlbsgadPEKQFjAj6BOW/vpVj16e0FMF7BL6jbJPAMgBlp389f41r1SQ3m/iefBABxwuglCumJw5/NVxDyZpoi+h70S/0Fj11IYPlp7ZbHKmY/hT0AQiYaigTtTGxIfqwpSaMGWISlACoF22G+wmvc1UYqgoNlaZuJUHNkeQoLM24Z5e107pekWXyER2sa4ETXpfBvri6I/3/PCyjcm+PImCY5JSNzy57/SeY69I7RsmqgXHKQ/e9AJJQFXW+nV5OxYdXLW/Mk+PFh7AlkGAMFn52eTnpmYNw4scfQCwAU1Z8vi60p1u2KPIWRwLf3zobXfkTNYKKocDEmBiNL3nyDAsMJT9e9PCr06stwrceQCUxzGzHIClq2L/N2N+78g0hnhRow8AR6rP3Lzi2SP6MwSQrI69pdvYGdmju8WmhzAFQFDweOXgc6Cz+oqdpUe/yF33Q+EuG3LP4n5ARBGo+cewe+7rN1WB7KJGnwBKrLW3f/tMui759Ql/DhfUbSWQEvBfig/OXv2vfEs5AHP45Y0hAYWMT/S/7e/D79A43YKLE30iQDTYTEpBoRJEoLYs80EA+fqyd/ct/f7ELwXmCvJONMeh8T0/nPBEt6iUi9XbouYd/rZpNbJpytePbanJ9bJhEWhcp4ErZsxXXhzeAPPvQkH70gHRQsj8Kx+MIrXXpksC+Llk35e566WL40gEYd68eefjvpSkjZnSdSS3y4eqTskgu4gs5Iz/dHqn3twwLKWvgjGCC9kSwvNbO4sDPbD+tQ+PrfCiAUWOi8Y/fXP3Kz0t1Ate8/zet8e5A6aHS6pGzeM0kBgtPvGz/AclRKmF/3cU2XeI/5aSI7esfK7IWu3+vhrEl0fcP0DX5Y84AAigFMQsXUqUMrSZIuTYQar2/Wf313/d+oFXpQd0uAV/RIUOiAS9w9OW3/yfZLUOAoTPfNH3MjnJsz5Pu0xTBKiyGKYt/duW6lyOHC6gMj4Z6rgFVz81MqkvYtCah4Ak4iIKbnuWUAYS2m0FJIACc9WYBfcW8KoLLP6VoYr9+fb3UzUx6BNDZr4sTYm1/rPDPzywcr4E3MX9ox3kOd+88NK2z0stde2kKFM1ujkDpzEOF1jo8Yyl8tZvny601JBjr4ObtIuNs58TEdChivwVJ379z4Fv0sM7cbf9HhxgW8XRz8o3HK8+++zwWekR8UJbTwMG8MDA60/UnFmct9HCbe5BTL9VA/2ed+7+aaC/waf6m9/jWwNdqvknQUfOC2tSqxxha/2xEYvmLJj41OiUHESfjBKZeLGplgMJADLAsC9mx2qits/8ROUoxwdgAXnA27cdg9J/DPnT7T2uEgjDVSFhCnXbEkEAIAMVm2qKjJUWyfoHFfYf83e+svu/MvMufJimjPn59vfTQ2LRXe9zoJe2ffGPHQtkdG3eRtAqNJd36jUx+bIHB03/dP+KJac3bS06aAKrcyM4YZom9snL77yj91VCG9HCrpg9uaWZ/OFUEAGgWbZ9dGD5G7u/KbBUuitRJEhVxT7Yf/r9/a/TCEqn3rdzOVGje374nAgxlKOT9TLazesLd+2rOUkAR+sKfyzcZQIruEq2RanCHrrsZslub7CZ2071u6ccAv4hXVwEAI2gfKj/9E0zP8xQx3kcCwB0xlb1xLYP3t271JE3xwBAZMLMnIm39hyvRNHj2+hM2/O9iVahuSdnyqwBU7SqELjU/NnQyeqoPw+6SeDMa/mQkd7cu/hUQwUAYaGh8tZl82SB7CQfrD5p4x6pv5HKsJSQ2FJzTZWlzp2OVzNFTkwXBpimjf9s8tMKYpdSpLyNR0CrbP/44Ip52z+tkRpceZSO/S+QoopZM/1VsdJQa7FZHJ5lb206AQFioamy0l4PAHU2Q53N4K4XUjVxMYowBJQsNgAoNJUYuTWKaf5QdJhbebGWVxdqKSXWWeDRLd3QgTGoBcXcftOA4C+b33aqdJdyLbRVLT6xEWXiVuDoyp8lIBnow+3frTq7ze/NHh54w4TMwe4FkJXAGOAfxEXyf+RfSzkCQQ1moJ/VS+Ypix//tfKQZ4oU3ddrqujyuBqz7BEBh6b2SY6K9Xvz7tFpGIC0+Ityd2UAAAlzSURBVEOoA0A6VFWwoWC3jUt9YjIvS+4VqQz1gs2RhmyWrT+f2Xu8plAiuV9c1hUpOSpBgT728Rl9+Q+nd9RY9L1jM8dnXuZaO5u+mFuVf9ZQ5ruDPEYZLm4/e/iuFS82HubguHcVN+jJ5OfpEeIgPJw1lRZUSmztnPeSnccQYofVMo5mR1qXv/PuVf+sIiMACBwzVXFLbvh3n+h0wCYbFwHsSI9vfO+D3OWOjZgCx2cH3vH0sDs9SrNx6d/bv3xz19f1aCYEkbPJyYNfmfDnrND4xqybetly/7pXC6xVDpKzEWSlLEzKHCY8+dzT64p3aUJCCqwVpVJdDTXUUoMV7I1TQUGCo6yf48cNYK2hhga0ZsQkh4aEpEYnzOw10bV/oSOi31i7b2vJkVlrXnp979d6srgiaVDDG1bnbZE57xQWE6nWAqCV2749+vPjG99Zkr9JdlF+hLCzLFdvbsjSpUSqQjnAidqiuetf+zh3mZlJjqtxpOP6oq8OrlUKypxO2QKyk3UlM75/andtnnt5SQDUCdq3R/9lYuZgp7fFAcZ98+dN5Qe8hOb27Ks+mPD4X35686PDy9yxjVNFnpj9TShTNrKpBB130bUBX3Vq25/W/KuGGlz2iGd1SIIwrvpq6gvj0wc9/ctHrx74WkYZgHnG/AkJkzBy5W1vfntw3Tv7lugFmx/tQIgEE+IHzL/mkSfWvbW6aAd5rgmMYP7Q+/8y8AYEEgGg1mJYmruxzFTtKzRKEBXAlK5CfI2VRs2ydcGBVWoSp3YZHh8W3ZHPOjFz+7zNC97bt8Qo2J3z3ltMiBD1gvWBH+bfljP57f1LZOb0hMhrjBCKoe76pU+cMZZLgl8mHIkBEayr2Lt70X21dqPHFRCQoE9o2szeV2Ejyxau0m4vO5KnL3LX72qmSA/rlBASjQBJGl12ZMrp+hI7yADACIx28zObPpzde0p4iLYNkeIAe8qPrzm1rd5ilF31UNw1SKM+9PDgnUYANhnGbl/eV5n3Y/FuLgAEql3rerPAUvni9v8j/yezufgPgFPmMhDAc2uL90YVjlQp6b0uowJhbp/rH73sJp0q3PngDpat1mb88sAPEhICnNGXv3Po2+7RGVtv/0QNyAgJwQTSwHdvP8HLrojve13mCAQY0Cn78qQeQpvm/h3TF4/84r4K2dDeJ/QJHDSoakAreXKUfvhO52azwHtekQTOVKgwk6359PrZXSe9P+Ex92LUzh2jUUrtA4OmOe6wpfjIeweWIIAIyMiZqCwCc9SG7RuT9dDA612LVttqZ/mVzYt8RaZV3lMAfDxql4kcb8saf23PkbOW/bMWTe562atLCo6TU4eVmKt3Vh8NJA7I2bT0EfcMmXHH0mdKpIBHRkTJ6vsHXM+8S416DDvtLzv57bGf0iMTlVx0VOhvehRZSNREAdGp2uLOkYkM2maddSAjA3ywd/nXeT/RudQdwuYtrkZMGUGSSjdv2Kzbe00QgfWbtXDZ8U1v7Ps231zueQFCwstjerw4Ys7QpF5nDRV/Xv/m2uIdMnoUDmCE/aO73NJ97N29J4crQ1ZNf/X5LQt+LNxtJCu67elhAOMTBs4bMbtPTAZ6i4VPZJEDSCAX1JVlue1r4EAF9eVxYdGhrpJ1bWuPH609O3jhrAZmo3aznBSczep29bOjZndSRbgnwefWFd64+Mmj5qJGcBWcjYnv//l182JVYQ4nwAbyrcueX3p2c2NZM0ZwU+aVn0z6uwbFxjCLDHx31ckZS/5eaK8BcC7LI2J7rbnxjRD0e7SZz4lPPtEkd/Id2j7CTmQDmr3234vy1rpVQgUE6BKRHKuOdO3YbZooDsOLPDzTxnPAPN8nACCGLDYk8pbssdO7jfFNUieiesm8oWD318d+Omsoz4hInNnjqlFp/RrriDu6WmaqfX/f9/sqT1SZ9enhCVck9bml57gIhYaadlQ7199DVac/3L/sWN1Zuyz11XWeO2B6dlSyX/evQ+TzfHBwxcM/v+55WjrqmHbfrEVJ6shWn8/kE/NzO/28OTqHO5LaA+tTl94JitF1MPOsWZEVzy/0BJBXV/z0hvd9DqqnK1MHJKkjsTWHCQTJOPi3KIkYtrDJHINktBxeFWCLR6Sw8yv1pw1l96x9uZaZ3TQcAEA8C39s8M3YNgqOnNVq/dKB2OiBBXtant+aAYH5Rkco1n9Xzpvsy0Ar87ffv/LlEqp3S1tHAIjjoQunPjcwPhsDd7BVFlELC3mTSLf+rNkgPm/mO+Lvr2ocT7Ot9Mjdy/9Rh2aP+Uwkymze6DlXpvRz6csLOYNc/F0QbzyLGDnQydri7/N+eWv/khpm9iLfBcJH+t80u+81gnuJ5Evo/xbwXef3gAz06cFVj254q0GwkbfyRBVn9/S89vkrZokXTYw4CIvztx2wSUAyUaW5ftmJzf89vn5Hea7f6sc9w1JfHfngmPT+yg4cKjgf6ANZgdbmbRvTeZCGKQQA9D7Eyqk3vLhHDmAHeUvR4flbFm4pPWxkfkgoh3eZoYhZdfPr3SIvlq2KrUCfALaU5U7474PJ2rjRaQNn9BxzeXJvBTDRUSDWbRgcK6QMJAGdqC1cfnzz5jN7N5ceMjO7z5EsTR5iN03S/256tas24SJMSWkBfQIoaKiY8e3f9xhOOhJRRGJaUZ0aHp8YGqNVarSKEDUqCUACyShZGmzmCnNtoaGi2lxnx8YTrPzoLUbYIzx1UubQe/tNTQuLhwvp9N22Ql8Cftfyf/63YCNHDk3VZrGRVAnE6HoJu/s7jmMdHs6ZMW/kbA2KcBE3sRkHERH2lB3/Pn8TZ7zRfAF3xiuwlePzDgGgigvDkvpMzxo1LLl3D126iBd7gSSxOQeRoLC2PAxCbNxgRzo3xYAASKiWxGldRz054q6u4QkCuY6RoQvbl/rNmkcGKrPV/5q/b8H+lduKD1qYJDEKJqblODtGIWP3iLSbe40fmzW4Z1S6qvHIBgrm7N9LNo/LZpeI11iNpfqqk7WF+YayEmNVlaW+wW4xS1abbOcESkFQC0qNqNKpwxNCdSnauM6RSQnhMUnaGBVTwB8yGb9joO+XqGkcGDfqGuGSPLemBbvuOQaJyE+VdwbInFXCWh1n53BxlMNoK9lv2yYDMYKLVimdZ5vvIldT4vlGHy/mERAvyf7Fq3ku2TyX2iX0L6F/qV1C/xL6l9ol9C+hf6ldQv8S+pfaJfQvoX+ptVH7f2zA/k/CuUabAAAAAElFTkSuQmCC"/><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y2c ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2d w5 h9"><div class="t m0 x9 h8 y2e ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xa y2d w6 h9"><div class="t m0 xb ha y2f ff7 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y30 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y31 ff8 fs3 fc0 sc0 ls0 ws0">Declaração de Práticas de Certificaçã<span class="_ _7"></span>o da Autoridade Certificadora<span class="_ _7"></span> Raiz da ICP-Brasil <span class="ff9">–</span> <span class="lsb">DO</span>C-ICP-<span class="ls9">01</span> <span class="lsc">v.</span>6<span class="lsa">.0<span class="_ _7"></span></span> <span class="_ _d"></span> <span class="_ _e"> </span> <span class="_ _e"> </span> <span class="_ _e"> </span><span class="ffa ls9">31</span> </div><div class="t m0 x4 h4 y72 ff6 fs0 fc0 sc0 ls0 ws0">5.1.9<span class="ff5"> <span class="_ _2d"> </span></span>Destruição de lixo  </div><div class="t m0 x4 h8 y171 ff6 fs0 fc0 sc0 ls0 ws0">Todos <span class="_ _b"></span>os <span class="_ _b"></span>documentos <span class="_ _b"></span>em <span class="_ _b"></span>papel <span class="_ _b"></span>com <span class="_ _b"></span>informações <span class="_ _b"></span>sensíveis <span class="_ _b"></span>são <span class="_ _b"></span>triturados <span class="_ _2"></span>antes <span class="_ _a"></span>de <span class="_ _2"></span>seu <span class="_ _a"></span>descarte. </div><div class="t m0 x4 h8 y172 ff6 fs0 fc0 sc0 ls0 ws0">Todos <span class="_ _7"></span>os <span class="_ _c"></span>dispositivos <span class="_ _7"></span>eletrônicos <span class="_ _c"></span>não <span class="_ _7"></span>mais <span class="_ _c"></span>utilizáveis, <span class="_ _7"></span>que <span class="_ _c"></span>tenham <span class="_ _7"></span>sido <span class="_ _c"></span>utilizados <span class="_ _7"></span>anteriormente <span class="_ _c"></span>no </div><div class="t m0 x4 h8 y365 ff6 fs0 fc0 sc0 ls0 ws0">armazenamento <span class="_ _23"> </span>de <span class="_ _1b"> </span>inform<span class="_ _7"></span>ações <span class="_ _23"> </span>sensíveis, <span class="_ _1b"> </span>são <span class="_ _23"> </span>permanentemente <span class="_ _23"> </span>apagados <span class="_ _23"> </span>ou <span class="_ _23"> </span>fisicamente </div><div class="t m0 x4 h8 y366 ff6 fs0 fc0 sc0 ls0 ws0">destruídos. </div><div class="t m0 x4 h4 y1e0 ff6 fs0 fc0 sc0 ls0 ws0">5.1.10<span class="ff5"> <span class="_ _21"> </span></span>Instalações de segurança (<span class="ff8">backup</span>) externas (<span class="ff8">off-site)</span> para AC </div><div class="t m0 x4 h8 y176 ff6 fs0 fc0 sc0 ls0 ws0">A  AC <span class="_ _4"> </span>Raiz <span class="_ _24"> </span>possui  instalação  de <span class="_ _4"> </span>contingência <span class="_ _4"> </span>(<span class="_ _7"></span><span class="ff8">off-site</span>)  que <span class="_ _24"> </span>atende  aos  mesmos <span class="_ _4"> </span>requisitos <span class="_ _4"> </span>de </div><div class="t m0 x4 h8 y21f ff6 fs0 fc0 sc0 ls0 ws0">segurança <span class="_ _1d"> </span>da <span class="_ _1d"> </span>instalação <span class="_ _1d"> </span>principal. <span class="_ _1d"> </span>Sua <span class="_ _1d"> </span>localização <span class="_ _1d"> </span>é <span class="_ _1d"> </span>geograficamente <span class="_ _1d"> </span>separ<span class="_ _7"></span>ada <span class="_ _30"> </span>da <span class="_ _3"> </span>instalação </div><div class="t m0 x4 h8 y367 ff6 fs0 fc0 sc0 ls0 ws0">principal <span class="_ _7"></span>de <span class="_ _c"></span>forma <span class="_ _7"></span>que, <span class="_ _c"></span>em <span class="_ _7"></span>caso <span class="_ _c"></span>de <span class="_ _c"></span>sinistro <span class="_ _7"></span>que <span class="_ _c"></span>torne <span class="_ _7"></span>inoperante <span class="_ _c"></span>a <span class="_ _7"></span>instalação <span class="_ _c"></span>principal, <span class="_ _7"></span>a <span class="_ _c"></span>instalação </div><div class="t m0 x4 h8 y368 ff6 fs0 fc0 sc0 ls0 ws0">de <span class="_ _6"></span>contingência <span class="_ _5"></span>não <span class="_ _6"></span>será <span class="_ _5"></span>atingida <span class="_ _6"></span>e <span class="_ _5"></span>pode <span class="_ _6"></span>se <span class="_ _5"></span>tornar <span class="_ _6"></span>totalmente <span class="_ _5"></span>operacional, <span class="_ _5"></span>em <span class="_ _6"></span>condições <span class="_ _5"></span>idênticas </div><div class="t m0 x4 h8 y369 ff6 fs0 fc0 sc0 ls0 ws0">em, no máximo, 48 (quarenta e oito) horas. </div><div class="t m0 x4 h22 y36a ff7 fs0 fc0 sc0 ls0 ws0">5.2<span class="ff11"> <span class="_ _25"> </span></span>Controles Procedimentais  </div><div class="t m0 x4 h4 y36b ff6 fs0 fc0 sc0 ls0 ws0">5.2.1<span class="ff5"> <span class="_ _2d"> </span></span>Perfis qualificados  </div><div class="t m0 x4 h4 y36c ff6 fs0 fc0 sc0 ls0 ws0">5.2.1.1<span class="ff5"> <span class="_ _8"></span><span class="ff6">A <span class="_ _a"></span>AC <span class="_ _5"></span>Raiz <span class="_ _a"></span>garante <span class="_ _5"></span>a <span class="_ _a"></span>segregação <span class="_ _5"></span>das <span class="_ _5"></span>tar<span class="_ _7"></span>efas <span class="_ _5"></span>para <span class="_ _a"></span>funções <span class="_ _5"></span>críticas, <span class="_ _a"></span>com <span class="_ _5"></span>o <span class="_ _5"></span>int<span class="_ _7"></span>uito <span class="_ _5"></span>de <span class="_ _a"></span>evitar </span></span></div><div class="t m0 x4 h8 y36d ff6 fs0 fc0 sc0 ls0 ws0">conflitos <span class="_ _a"></span>de <span class="_ _a"></span>interesse <span class="_ _b"></span>e <span class="_ _a"></span>prover <span class="_ _b"></span>a <span class="_ _a"></span>segurança <span class="_ _a"></span>adequada <span class="_ _b"></span>das <span class="_ _b"></span>operações. <span class="_ _a"></span>As <span class="_ _a"></span>ações <span class="_ _b"></span>de <span class="_ _a"></span>cada <span class="_ _a"></span>indi<span class="_ _7"></span>viduo </div><div class="t m0 x4 h8 y36e ff6 fs0 fc0 sc0 ls0 ws0">estão limitadas de acordo com o perfil a que está associado. </div><div class="t m0 x4 h4 y36f ff6 fs0 fc0 sc0 ls0 ws0">5.2.1.2<span class="ff5"> <span class="_ _8"></span><span class="ff6">A <span class="_ _7"></span>AC Raiz <span class="_ _7"></span>estabelece os segui<span class="_ _7"></span>ntes perfis confiáveis <span class="_ _7"></span>distintos: coordenação da <span class="_ _7"></span>infraestrutura, </span></span></div><div class="t m0 x4 h8 y370 ff6 fs0 fc0 sc0 ls0 ws0">coordenação <span class="_ _a"></span>da <span class="_ _b"></span>segurança, <span class="_ _b"></span>operação <span class="_ _a"></span>da <span class="_ _b"></span>AC <span class="_ _a"></span>Raiz, <span class="_ _b"></span>operação <span class="_ _b"></span>da <span class="_ _b"></span>entidade <span class="_ _b"></span>de <span class="_ _a"></span>auditoria <span class="_ _b"></span>de <span class="_ _b"></span>tempo <span class="_ _b"></span><span class="ff10">–</span> </div><div class="t m0 x4 h8 y371 ff6 fs0 fc0 sc0 ls0 ws0">EAT, <span class="_ _24"> </span>auditoria <span class="_ _24"> </span>e <span class="_ _24"> </span>detentores <span class="_ _24"> </span>da <span class="_ _24"> </span>chave <span class="_ _24"> </span>de <span class="_ _24"> </span>ativação <span class="_ _24"> </span>das <span class="_ _30"> </span>cadeias <span class="_ _24"> </span>de <span class="_ _24"> </span>certificação. <span class="_ _24"> </span>A <span class="_ _24"> </span>divisão <span class="_ _24"> </span>de </div><div class="t m0 x4 h8 y372 ff6 fs0 fc0 sc0 ls0 ws0">responsabilidades estão distribuídas como se seguem: </div><div class="t m0 x2e h4 y373 ff6 fs0 fc0 sc0 ls1 ws0">a)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ff6">Coordenação <span class="_ _6"></span>da <span class="_ _6"></span>infraestrutura: <span class="_ _5"></span>Planejar, <span class="_ _6"></span>coordenar <span class="_ _6"></span>e <span class="_ _5"></span>acompanhar <span class="_ _6"></span>os <span class="_ _6"></span>processos <span class="_ _5"></span>referentes <span class="_ _6"></span>à </span></span></div><div class="t m0 x2f h8 y374 ff6 fs0 fc0 sc0 ls0 ws0">gestão <span class="_ _3"> </span>dos <span class="_ _3"> </span>recursos <span class="_ _3"> </span>de <span class="_ _3"> </span>tec<span class="_ _7"></span>nologia <span class="_ _3"> </span>de <span class="_ _3"> </span>infraestrutura, <span class="_ _3"> </span>especialmente <span class="_ _3"> </span>os <span class="_ _3"> </span>relacionados <span class="_ _3"> </span>a </div><div class="t m0 x2f h8 y375 ff8 fs0 fc0 sc0 ls0 ws0">software<span class="ff6">,  sistemas  de  informação,  bancos  de  dados  e  redes  de  comunicação;  manter  a </span></div><div class="t m0 x2f h8 y376 ff6 fs0 fc0 sc0 ls0 ws0">disponibilidade <span class="_ _23"> </span>da <span class="_ _23"> </span>infraestrutura <span class="_ _23"> </span>para <span class="_ _23"> </span>a <span class="_ _23"> </span>publicação <span class="_ _23"> </span>das <span class="_ _23"> </span>informações; <span class="_ _23"> </span>coor<span class="_ _7"></span>denar <span class="_ _23"> </span>e </div><div class="t m0 x2f h8 y377 ff6 fs0 fc0 sc0 ls0 ws0">acompanhar <span class="_ _24"> </span>as <span class="_ _24"> </span>atividades <span class="_ _24"> </span>de <span class="_ _24"> </span>implantação <span class="_ _24"> </span>e <span class="_ _24"> </span>manut<span class="_ _7"></span>enção <span class="_ _24"> </span>de <span class="_ _24"> </span>sistemas <span class="_ _24"> </span>de <span class="_ _24"> </span>informação <span class="_ _30"> </span>e </div><div class="t m0 x2f h8 y378 ff6 fs0 fc0 sc0 ls0 ws0">criptográficos <span class="_ _5"></span>da <span class="_ _a"></span>AC <span class="_ _5"></span>Raiz <span class="_ _a"></span>e <span class="_ _5"></span>da <span class="_ _a"></span>EAT; <span class="_ _5"></span>realizar <span class="_ _5"></span>a <span class="_ _a"></span>instalação, <span class="_ _5"></span>customização <span class="_ _a"></span>e <span class="_ _5"></span>integração <span class="_ _5"></span>dos<span class="_ _7"></span> </div><div class="t m0 x2f h8 y379 ff6 fs0 fc0 sc0 ls0 ws0">sistemas <span class="_ _b"></span>de <span class="_ _a"></span>informação <span class="_ _b"></span>adquiridos <span class="_ _b"></span>ou <span class="_ _b"></span>desenvolvidos <span class="_ _b"></span>no <span class="_ _b"></span>âmbito <span class="_ _b"></span>da <span class="_ _b"></span>AC <span class="_ _a"></span>Raiz; <span class="_ _b"></span>responsáv<span class="_ _7"></span>el </div><div class="t m0 x2f h8 y37a ff6 fs0 fc0 sc0 ls0 ws0">pela gestão de mudanças e controle de configurações; </div><div class="t m0 x2e h4 y37b ff6 fs0 fc0 sc0 ls0 ws0">b)<span class="ff5"> <span class="_ _2a"> </span></span>Coordenação <span class="_ _5"></span>da <span class="_ _5"></span>segurança: <span class="_ _6"></span>Planejar, <span class="_ _5"></span>coordenar <span class="_ _5"></span>e <span class="_ _5"></span>acompanhar <span class="_ _6"></span>a <span class="_ _5"></span>gestão <span class="_ _5"></span>de <span class="_ _5"></span>continuidade <span class="_ _5"></span>da </div><div class="t m0 x2f h8 y37c ff6 fs0 fc0 sc0 ls0 ws0">AC Raiz, <span class="_ _7"></span>do repositório <span class="_ _7"></span>de <span class="_ _7"></span>Políticas de <span class="_ _7"></span>Assinatura, certificados e <span class="_ _7"></span>LCRs, <span class="_ _7"></span>bem como <span class="_ _7"></span>da EAT; </div><div class="t m0 x2f h8 y37d ff6 fs0 fc0 sc0 ls0 ws0">coordenar <span class="_ _a"></span>e <span class="_ _b"></span>acompanhar <span class="_ _a"></span>as <span class="_ _b"></span>atividades <span class="_ _a"></span>referentes <span class="_ _b"></span>à <span class="_ _a"></span>política <span class="_ _a"></span>de <span class="_ _b"></span>acesso <span class="_ _a"></span>e <span class="_ _b"></span>gerenciamento <span class="_ _a"></span>do </div><div class="t m0 x2f h8 y1b9 ff6 fs0 fc0 sc0 ls0 ws0">ambiente <span class="_ _6"></span>de <span class="_ _5"></span>TI, <span class="_ _6"></span>a <span class="_ _5"></span>fim <span class="_ _6"></span>de <span class="_ _5"></span>garantir <span class="_ _6"></span>a <span class="_ _6"></span>segur<span class="_ _7"></span>ança; <span class="_ _6"></span>manter <span class="_ _5"></span>e <span class="_ _6"></span>garantir <span class="_ _5"></span>a <span class="_ _6"></span>integridade, <span class="_ _6"></span>o <span class="_ _5"></span>sigilo <span class="_ _6"></span>e <span class="_ _5"></span>a </div><div class="t m0 x2f h8 y37e ff6 fs0 fc0 sc0 ls0 ws0">segurança da <span class="_ _7"></span>informação <span class="_ _7"></span>tratada <span class="_ _7"></span>pela AC <span class="_ _7"></span>Raiz; <span class="_ _7"></span>acompanhar as <span class="_ _7"></span>investi<span class="_ _7"></span>gações e <span class="_ _7"></span>as <span class="_ _7"></span>avaliações </div><div class="t m0 x2f h8 y37f ff6 fs0 fc0 sc0 ls0 ws0">dos <span class="_ _6"></span>danos <span class="_ _5"></span>decorrentes <span class="_ _c"></span>de <span class="_ _5"></span>quebras <span class="_ _6"></span>de <span class="_ _6"></span>segurança; <span class="_ _6"></span>responsabilizar-se <span class="_ _5"></span>pela <span class="_ _c"></span>implementação <span class="_ _5"></span>das </div><div class="t m0 x2f h8 y380 ff6 fs0 fc0 sc0 ls0 ws0">práticas <span class="_ _5"></span>e <span class="_ _a"></span>políticas <span class="_ _5"></span>de <span class="_ _a"></span>segurança <span class="_ _a"></span>e <span class="_ _5"></span>gerenciamento <span class="_ _a"></span>dos <span class="_ _5"></span>operadores <span class="_ _a"></span>da <span class="_ _5"></span>AC <span class="_ _a"></span>Raiz; <span class="_ _5"></span>identificar, </div><div class="t m0 x2f h8 y381 ff6 fs0 fc0 sc0 ls0 ws0">mapear e analisar <span class="_ _7"></span>os riscos; <span class="_ _7"></span>elaborar planos de <span class="_ _7"></span>ação apropriados <span class="_ _7"></span>para os <span class="_ _7"></span>riscos ident<span class="_ _7"></span>ificados; </div><div class="t m0 x2f h8 y382 ff6 fs0 fc0 sc0 ls0 ws0">e elaborar o plano de contingência de tecnologia para a infraestrutura da AC Raiz; </div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
<div id="pf22" class="pf w0 h0" data-page-no="22"><div class="pc pc22 w0 h0"><img class="bi x7 y2b w4 h7" alt="" 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ZGxvTplZUQnRjmu49MaZP87FVQgaJiiXTSPH3+cEJBSIuIUJFjBH/pEGq7QKNQAVGmqH/vxvSaljK40F0JAQoHj6jvf7KyN31Ry+K7vny+y1zgSF5AgdlPYLd3H/23ozGhNWKG55t1t36zI21xqqDKLksz8KFgkVMqskzpqfOchU7NHjUnrpwTBZwkkK/ENZ/YtP75xzcmtZbY6iZH3djMClSxEi2G39LnqiStmRgsh7r83gzTi49kN3OLrJN7Z6+pnRtzVDpqHPP1QAkAkJAQoNVZLDuh9VnqRC7f2vzoEFAAoET9rr9Ez77wEhYxmklbm77h3/fxiXgVCE3dcxvUrT2/pGpe+6MjqAxUnG8AGCKDy92wO/YBkZnK+XPXh8ZWfHFs1rFOvZ4bcNTK1rwjOhD47yStPbn111393VB7jSBRwAxWZFXIx1L168OsFR1bO7Xf934bcpnZtYuFAZ+xVPvY+AEC1bGwfhhmdNfPIFUniQHagSsk0b/MnVoXssew7oYAr43KeGfmn5gs3EsC60j23/O/ZYmuV1+iJwEZ2G/zYz29trcxtQFtApep7fQSZ0aaKQ1O+f+LN3Uu4S80vObbxxlXPbq0+KgucEP3Zix48ECFUc+MLuxe9uGWhvU0JB7F1+gbxUO3pK76+H126R+a83tpQaaqtkxu8lSCByPH6zJFvjX8kQlA3f22J0XM/vWcSbG7lMZwIxIRGLj68PlAajxoUCSHRoaIGASostdUWveRjCJoF+/PbPh2d1n9AXBcT2V/Z+aVdIJeH4gRayYWpWSN66tI5UUF92f7KE4dq83nTMBBHeGPvtwnhsff2ndJWqRJiqwQfAAySeUfl0cAOYCPnw8bE58wecN21nYcFtRUdocFuaQygO/QaITKiKEXYMVNNk+KmplnVPzxzwbXPdYtKcdDddqC1+TvuWDnPd6ga0PbD6R0D4rL2lJ04UpffNOddNPI9vae8MeYh5rSr0Ary9d/9fXXxTlcKJhJAA7M9v/Hj67qOTNBE/u7ot6Ylh8df32d8TqeuzJ+114zqYARZqoShqX1CRNXmsweKa8oGxWQbG/TVFoMMnCNw5ByBAGIU4V/PeKlzaHyjn64guCZjSE9d5x3VR31J8NP6UgIoMVTI3kKDDCBEqW6MRiCAGoR7el+rFTRNj00EAAJhraGuw6LvRLnAUHrf+pdVII5K7j+nz7VXZgzUCsoWBoAAAR7pc+O8EbPUTIEAdpL15oYIjVbiskW21ZmNJpu51massxga7OZIpTYzNA4dkXMEK5eLDJUnas5aud2vjVZuquEAOk2EAF6WGUkM3t675Ex9ef+4LomhMQmhuki1Nieh65WdB6qYIxG8SYbaMBh7Lugz8umav7ocHMEM0prinesLd42OyVl608thgqp55RNH2keH3BLClI6+qlCMDYkAIKUghAjKaKXW5ZE5rQ4OUGat31V0ZH9J3urTWw/UnLQLxANEO+1cQoAhKb0T1NFnbdVusxEBwIz2b05v+Ob0Bke2PgIoZZag0XWLTp3Zd/LkrsNCQERs4zB4q9FP1OhmZI1uXHaIqEGyVDbU7i7JLZZqyZ+ekRhtqNq/7uT26dkjmx1UHJzYI0Yd3ryGkhFq5IbTVcWb8vdsLNx7oCyvkutlJI7k6g0246SEgmJkSv/PT/0AAWywxqCmWZRP2yvyyyt+XLPnsp3dXx3/50HxXfH8op+u7TR/1P3u0VQiAoR6u2nx0Z//tWPRGXOFb8dkRp8eWjk1ewS4VaP0Zk44TOs2RgA/BIIMfEdJ7rr8nSdqzx6sPnWmtsyKktNUd5jN7mWzsTleGAGeG3Z3vdW4tnCnDWVoyX4gABujzbW5k7579KnBd97dd1K4qD5v6GNj2UU3lx0AohShs/pMsnHp4U1v+N0wt7viaI29AQJHYjWk6JvU1fdTC7f/fcP7H+QutzaCJXhTRAxAlFmqJnZocp9D9QX7qvOa6ULniITvrnvx4wMrX9j0aaVskBj3IQw8oxEIAFAlGR779Z2DpSc+nPS4oo3iRW1cIcYuBXRH9HZTvcUYwpSBCBAViTptlO81X9r2+dtH/se9s04ICaNE7eiU/pd16pEW3qlXbEZGZKKCiTeteK559B0M5Zy+19zUY2yxvvJw5am8uqIKU12BofRMfVmhscJoN8vIuc+GF5nRVyfX31s2dXBC946FPgfaVn50/vYvAuWLO4pIEQR0eRVcCFV4T+oGsC88vIb7SfjBvpGZq296I14Z5ub7kARQazEEN4cpUqGJ1KX11KW5qzgTtx+rKjhaVfDloXUbyva55xohgI3xw5X55w19jmAFWWqiDIkAGmTLmhNb//rj2xWg9xsSIIQwMSRcHWqz2gLJvoCM+TAfRYbKSks9MD8B/Wu7jOik9Fqi0UK2gvrSQA9vtFuOVpyxkiQD58AlkDmRzGXivE9s51RtnEAYzlSD4roOisuemj3yxiVPrS/f22hEERAA82PR/i7oEwDsrjyW+cE09zIIkixbZLsNJDlAcqaDO+wf1zVKDC232lplNlTUV9tB8rv33S5LztQuIkS0k7yz7PjbexafMZUHWnglpCd+fGtL7VEvExkB+kZ0/m76S6na2MaN5KFMOTi5509le7lbZgsCxYdEnRf0GQDZSa7wqPbYlNHkTG71F2xjhLf1mCC2nh7pFBmjBFFCu6818/6B71Mi4q/KGioiKzfVvL9z6aLja+2MB4qncoAwUf3A0Bt/XT3PI3eRABD2Gk7evOzZ+eMezo5OEZlgtFsW7l/1yq4vJcGD1o3k6kFJPc6b7Ddjn/mzHNAh+lmK+IlZl5/D86Vo4xJDdCctpb6A1vKGuRtei/rpfYbMKJnNCtm1qwv9ph5JsoSA47MuS1BFFdlrvHpAANuqj479Ym5iqE4hiHUmQxU3uKB3DqfIcUa3sQmh0W2FfjvlMDcxtHGK8GcH3PHTzHd0Ku05XEgNwtwBMxRNif/ebkSVYKpgRpNSJiQgUHNhRHwfv/u0KxpqZODhqH5s8C1+L0gIZoV0ylZ+zFxchnovqQ9nmheGzP732LkCnReGOWjkEVAgjCBVv07Zr4x9KCem8zlvoEKAB/pdp0Dxb5vfM4C1GTdK4Gyorvuzo+9J1cbnfHq7SSF5fe2kvuRQdf5AXdYD/aZFqsP/uuHtKjJQS/QfEgFgNGneGf/4DdmjWZtu/PCDvgYVt/YYX8fNrbqQEhVhCo1WpdGpw2M0kclhcZnRSRGKEMEVkHb8HSqqZvWZZBb8OJlRXK0CX1cXRGT39psyOKnHypNbTtUXn6orrrbU27gdATWCMjYkKiMiIS2s04jknGEpvZUocqD/jHrwQO0p30E6UpTXV5epQDazx7iRKX03nd2fX196oq6wuKHKYDEZJZNFtnHOmcCUKEYotYlhsSna2MsTeo3LHBSrjmBuHVEAu7vn1WbyY/8MS+jtEMNBcdlzekzxAzqxMFEDgbNoWxvBCTpVrbkLB/qsqdIBAXAgxykiMhEAKABFT/Ir4AFjAW9NHBz5mB5YOM6OawUWHoYZBoOBF/rksmBagb6fhAv3jFm3K7niSS2eyOeR9e+FZuPtGtcWbMVYN/YWsZnn9+6eFztCgSB21atpxqf0uCkG2FfmNSFABqqzNZQbq0/VFhfoy0qMVZWWugbJYrJbbbKdgFRMEapQh4jquJCoZG1sZkRCF11qXGiUVlQ7eCGvJP9GotjrdaCB932XEwFAgHCxV146BDM1PYbBU2iaJ/AcP/RK0vaWOi8zzDGkAXf1kfNwvWqbcWfJkU/3LvulcL+RrG6clCMqiv6XQQKlLEQrtNOyR80eOK1rZJIaRQwyyHXRNP/oc6CTdcWrT21fW7B9R1muQTLJ2Kr6Qk3ihgRKEhJCdVemDrwmY+io9P7hipBL8Luh7yaOHOiksezjXd9/eHCZgVlbsgadPEKQFjAj6BOW/vpVj16e0FMF7BL6jbJPAMgBlp389f41r1SQ3m/iefBABxwuglCumJw5/NVxDyZpoi+h70S/0Fj11IYPlp7ZbHKmY/hT0AQiYaigTtTGxIfqwpSaMGWISlACoF22G+wmvc1UYqgoNlaZuJUHNkeQoLM24Z5e107pekWXyER2sa4ETXpfBvri6I/3/PCyjcm+PImCY5JSNzy57/SeY69I7RsmqgXHKQ/e9AJJQFXW+nV5OxYdXLW/Mk+PFh7AlkGAMFn52eTnpmYNw4scfQCwAU1Z8vi60p1u2KPIWRwLf3zobXfkTNYKKocDEmBiNL3nyDAsMJT9e9PCr06stwrceQCUxzGzHIClq2L/N2N+78g0hnhRow8AR6rP3Lzi2SP6MwSQrI69pdvYGdmju8WmhzAFQFDweOXgc6Cz+oqdpUe/yF33Q+EuG3LP4n5ARBGo+cewe+7rN1WB7KJGnwBKrLW3f/tMui759Ql/DhfUbSWQEvBfig/OXv2vfEs5AHP45Y0hAYWMT/S/7e/D79A43YKLE30iQDTYTEpBoRJEoLYs80EA+fqyd/ct/f7ELwXmCvJONMeh8T0/nPBEt6iUi9XbouYd/rZpNbJpytePbanJ9bJhEWhcp4ErZsxXXhzeAPPvQkH70gHRQsj8Kx+MIrXXpksC+Llk35e566WL40gEYd68eefjvpSkjZnSdSS3y4eqTskgu4gs5Iz/dHqn3twwLKWvgjGCC9kSwvNbO4sDPbD+tQ+PrfCiAUWOi8Y/fXP3Kz0t1Ate8/zet8e5A6aHS6pGzeM0kBgtPvGz/AclRKmF/3cU2XeI/5aSI7esfK7IWu3+vhrEl0fcP0DX5Y84AAigFMQsXUqUMrSZIuTYQar2/Wf313/d+oFXpQd0uAV/RIUOiAS9w9OW3/yfZLUOAoTPfNH3MjnJsz5Pu0xTBKiyGKYt/duW6lyOHC6gMj4Z6rgFVz81MqkvYtCah4Ak4iIKbnuWUAYS2m0FJIACc9WYBfcW8KoLLP6VoYr9+fb3UzUx6BNDZr4sTYm1/rPDPzywcr4E3MX9ox3kOd+88NK2z0stde2kKFM1ujkDpzEOF1jo8Yyl8tZvny601JBjr4ObtIuNs58TEdChivwVJ379z4Fv0sM7cbf9HhxgW8XRz8o3HK8+++zwWekR8UJbTwMG8MDA60/UnFmct9HCbe5BTL9VA/2ed+7+aaC/waf6m9/jWwNdqvknQUfOC2tSqxxha/2xEYvmLJj41OiUHESfjBKZeLGplgMJADLAsC9mx2qits/8ROUoxwdgAXnA27cdg9J/DPnT7T2uEgjDVSFhCnXbEkEAIAMVm2qKjJUWyfoHFfYf83e+svu/MvMufJimjPn59vfTQ2LRXe9zoJe2ffGPHQtkdG3eRtAqNJd36jUx+bIHB03/dP+KJac3bS06aAKrcyM4YZom9snL77yj91VCG9HCrpg9uaWZ/OFUEAGgWbZ9dGD5G7u/KbBUuitRJEhVxT7Yf/r9/a/TCEqn3rdzOVGje374nAgxlKOT9TLazesLd+2rOUkAR+sKfyzcZQIruEq2RanCHrrsZslub7CZ2071u6ccAv4hXVwEAI2gfKj/9E0zP8xQx3kcCwB0xlb1xLYP3t271JE3xwBAZMLMnIm39hyvRNHj2+hM2/O9iVahuSdnyqwBU7SqELjU/NnQyeqoPw+6SeDMa/mQkd7cu/hUQwUAYaGh8tZl82SB7CQfrD5p4x6pv5HKsJSQ2FJzTZWlzp2OVzNFTkwXBpimjf9s8tMKYpdSpLyNR0CrbP/44Ip52z+tkRpceZSO/S+QoopZM/1VsdJQa7FZHJ5lb206AQFioamy0l4PAHU2Q53N4K4XUjVxMYowBJQsNgAoNJUYuTWKaf5QdJhbebGWVxdqKSXWWeDRLd3QgTGoBcXcftOA4C+b33aqdJdyLbRVLT6xEWXiVuDoyp8lIBnow+3frTq7ze/NHh54w4TMwe4FkJXAGOAfxEXyf+RfSzkCQQ1moJ/VS+Ypix//tfKQZ4oU3ddrqujyuBqz7BEBh6b2SY6K9Xvz7tFpGIC0+Ityd2UAAAlzSURBVEOoA0A6VFWwoWC3jUt9YjIvS+4VqQz1gs2RhmyWrT+f2Xu8plAiuV9c1hUpOSpBgT728Rl9+Q+nd9RY9L1jM8dnXuZaO5u+mFuVf9ZQ5ruDPEYZLm4/e/iuFS82HubguHcVN+jJ5OfpEeIgPJw1lRZUSmztnPeSnccQYofVMo5mR1qXv/PuVf+sIiMACBwzVXFLbvh3n+h0wCYbFwHsSI9vfO+D3OWOjZgCx2cH3vH0sDs9SrNx6d/bv3xz19f1aCYEkbPJyYNfmfDnrND4xqybetly/7pXC6xVDpKzEWSlLEzKHCY8+dzT64p3aUJCCqwVpVJdDTXUUoMV7I1TQUGCo6yf48cNYK2hhga0ZsQkh4aEpEYnzOw10bV/oSOi31i7b2vJkVlrXnp979d6srgiaVDDG1bnbZE57xQWE6nWAqCV2749+vPjG99Zkr9JdlF+hLCzLFdvbsjSpUSqQjnAidqiuetf+zh3mZlJjqtxpOP6oq8OrlUKypxO2QKyk3UlM75/andtnnt5SQDUCdq3R/9lYuZgp7fFAcZ98+dN5Qe8hOb27Ks+mPD4X35686PDy9yxjVNFnpj9TShTNrKpBB130bUBX3Vq25/W/KuGGlz2iGd1SIIwrvpq6gvj0wc9/ctHrx74WkYZgHnG/AkJkzBy5W1vfntw3Tv7lugFmx/tQIgEE+IHzL/mkSfWvbW6aAd5rgmMYP7Q+/8y8AYEEgGg1mJYmruxzFTtKzRKEBXAlK5CfI2VRs2ydcGBVWoSp3YZHh8W3ZHPOjFz+7zNC97bt8Qo2J3z3ltMiBD1gvWBH+bfljP57f1LZOb0hMhrjBCKoe76pU+cMZZLgl8mHIkBEayr2Lt70X21dqPHFRCQoE9o2szeV2Ejyxau0m4vO5KnL3LX72qmSA/rlBASjQBJGl12ZMrp+hI7yADACIx28zObPpzde0p4iLYNkeIAe8qPrzm1rd5ilF31UNw1SKM+9PDgnUYANhnGbl/eV5n3Y/FuLgAEql3rerPAUvni9v8j/yezufgPgFPmMhDAc2uL90YVjlQp6b0uowJhbp/rH73sJp0q3PngDpat1mb88sAPEhICnNGXv3Po2+7RGVtv/0QNyAgJwQTSwHdvP8HLrojve13mCAQY0Cn78qQeQpvm/h3TF4/84r4K2dDeJ/QJHDSoakAreXKUfvhO52azwHtekQTOVKgwk6359PrZXSe9P+Ex92LUzh2jUUrtA4OmOe6wpfjIeweWIIAIyMiZqCwCc9SG7RuT9dDA612LVttqZ/mVzYt8RaZV3lMAfDxql4kcb8saf23PkbOW/bMWTe562atLCo6TU4eVmKt3Vh8NJA7I2bT0EfcMmXHH0mdKpIBHRkTJ6vsHXM+8S416DDvtLzv57bGf0iMTlVx0VOhvehRZSNREAdGp2uLOkYkM2maddSAjA3ywd/nXeT/RudQdwuYtrkZMGUGSSjdv2Kzbe00QgfWbtXDZ8U1v7Ps231zueQFCwstjerw4Ys7QpF5nDRV/Xv/m2uIdMnoUDmCE/aO73NJ97N29J4crQ1ZNf/X5LQt+LNxtJCu67elhAOMTBs4bMbtPTAZ6i4VPZJEDSCAX1JVlue1r4EAF9eVxYdGhrpJ1bWuPH609O3jhrAZmo3aznBSczep29bOjZndSRbgnwefWFd64+Mmj5qJGcBWcjYnv//l182JVYQ4nwAbyrcueX3p2c2NZM0ZwU+aVn0z6uwbFxjCLDHx31ckZS/5eaK8BcC7LI2J7rbnxjRD0e7SZz4lPPtEkd/Id2j7CTmQDmr3234vy1rpVQgUE6BKRHKuOdO3YbZooDsOLPDzTxnPAPN8nACCGLDYk8pbssdO7jfFNUieiesm8oWD318d+Omsoz4hInNnjqlFp/RrriDu6WmaqfX/f9/sqT1SZ9enhCVck9bml57gIhYaadlQ7199DVac/3L/sWN1Zuyz11XWeO2B6dlSyX/evQ+TzfHBwxcM/v+55WjrqmHbfrEVJ6shWn8/kE/NzO/28OTqHO5LaA+tTl94JitF1MPOsWZEVzy/0BJBXV/z0hvd9DqqnK1MHJKkjsTWHCQTJOPi3KIkYtrDJHINktBxeFWCLR6Sw8yv1pw1l96x9uZaZ3TQcAEA8C39s8M3YNgqOnNVq/dKB2OiBBXtant+aAYH5Rkco1n9Xzpvsy0Ar87ffv/LlEqp3S1tHAIjjoQunPjcwPhsDd7BVFlELC3mTSLf+rNkgPm/mO+Lvr2ocT7Ot9Mjdy/9Rh2aP+Uwkymze6DlXpvRz6csLOYNc/F0QbzyLGDnQydri7/N+eWv/khpm9iLfBcJH+t80u+81gnuJ5Evo/xbwXef3gAz06cFVj254q0GwkbfyRBVn9/S89vkrZokXTYw4CIvztx2wSUAyUaW5ftmJzf89vn5Hea7f6sc9w1JfHfngmPT+yg4cKjgf6ANZgdbmbRvTeZCGKQQA9D7Eyqk3vLhHDmAHeUvR4flbFm4pPWxkfkgoh3eZoYhZdfPr3SIvlq2KrUCfALaU5U7474PJ2rjRaQNn9BxzeXJvBTDRUSDWbRgcK6QMJAGdqC1cfnzz5jN7N5ceMjO7z5EsTR5iN03S/256tas24SJMSWkBfQIoaKiY8e3f9xhOOhJRRGJaUZ0aHp8YGqNVarSKEDUqCUACyShZGmzmCnNtoaGi2lxnx8YTrPzoLUbYIzx1UubQe/tNTQuLhwvp9N22Ql8Cftfyf/63YCNHDk3VZrGRVAnE6HoJu/s7jmMdHs6ZMW/kbA2KcBE3sRkHERH2lB3/Pn8TZ7zRfAF3xiuwlePzDgGgigvDkvpMzxo1LLl3D126iBd7gSSxOQeRoLC2PAxCbNxgRzo3xYAASKiWxGldRz054q6u4QkCuY6RoQvbl/rNmkcGKrPV/5q/b8H+lduKD1qYJDEKJqblODtGIWP3iLSbe40fmzW4Z1S6qvHIBgrm7N9LNo/LZpeI11iNpfqqk7WF+YayEmNVlaW+wW4xS1abbOcESkFQC0qNqNKpwxNCdSnauM6RSQnhMUnaGBVTwB8yGb9joO+XqGkcGDfqGuGSPLemBbvuOQaJyE+VdwbInFXCWh1n53BxlMNoK9lv2yYDMYKLVimdZ5vvIldT4vlGHy/mERAvyf7Fq3ku2TyX2iX0L6F/qV1C/xL6l9ol9C+hf6ldQv8S+pfaJfQvoX+ptVH7f2zA/k/CuUabAAAAAElFTkSuQmCC"/><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y2c ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2d w5 h9"><div class="t m0 x9 h8 y2e ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xa y2d w6 h9"><div class="t m0 xb ha y2f ff7 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y30 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y31 ff8 fs3 fc0 sc0 ls0 ws0">Declaração de Práticas de Certificaçã<span class="_ _7"></span>o da Autoridade Certificadora<span class="_ _7"></span> Raiz da ICP-Brasil <span class="ff9">–</span> <span class="lsb">DO</span>C-ICP-<span class="ls9">01</span> <span class="lsc">v.</span>6<span class="lsa">.0<span class="_ _7"></span></span> <span class="_ _d"></span> <span class="_ _e"> </span> <span class="_ _e"> </span> <span class="_ _e"> </span><span class="ffa ls9">32</span> </div><div class="t m0 x2e h4 y72 ff6 fs0 fc0 sc0 ls1 ws0">c)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ff6">Operação <span class="_ _4"> </span>da <span class="_ _24"> </span>AC  Raiz: <span class="_ _4"> </span>Gerenciar <span class="_ _24"> </span>a  implantação, <span class="_ _4"> </span>manutenção <span class="_ _24"> </span>e  operação <span class="_ _4"> </span>dos <span class="_ _24"> </span>sistemas </span></span></div><div class="t m0 x2f h8 y1dc ff6 fs0 fc0 sc0 ls0 ws0">criptográficos <span class="_ _30"> </span>da <span class="_ _30"> </span>AC <span class="_ _30"> </span>Raiz <span class="_ _30"> </span>da <span class="_ _30"> </span>ICP-Brasil; <span class="_ _30"> </span>gerenciar <span class="_ _30"> </span>o <span class="_ _30"> </span>ciclo <span class="_ _1d"> </span>de <span class="_ _30"> </span>vida <span class="_ _30"> </span>dos <span class="_ _30"> </span>certificados; </div><div class="t m0 x2f h8 y1dd ff6 fs0 fc0 sc0 ls0 ws0">coordenar a emissão, publicação e revogação dos certificados no âmbito da AC Raiz da ICP<span class="_ _7"></span>-</div><div class="t m0 x2f h8 y1de ff6 fs0 fc0 sc0 ls0 ws0">Brasil; <span class="_ _7"></span>gerenciar <span class="_ _c"></span>conteúdos <span class="_ _7"></span>dos <span class="_ _c"></span>repositórios <span class="_ _c"></span>da <span class="_ _7"></span>AC <span class="_ _c"></span>Raiz <span class="_ _7"></span>e <span class="_ _c"></span>coordenar <span class="_ _c"></span>os <span class="_ _7"></span>processos <span class="_ _c"></span>de <span class="_ _7"></span>gest<span class="_ _7"></span>ão </div><div class="t m0 x2f h8 y321 ff6 fs0 fc0 sc0 ls0 ws0">de pessoas envolvidas nas atividades da AC Raiz; </div><div class="t m0 x2e h4 y383 ff6 fs0 fc0 sc0 ls0 ws0">d)<span class="ff5"> <span class="_ _2a"> </span></span>Operação <span class="_ _a"></span>da <span class="_ _b"></span>Entidade <span class="_ _a"></span>de <span class="_ _a"></span>Auditoria <span class="_ _a"></span>de <span class="_ _b"></span>Tempo: <span class="_ _a"></span>Coordenar <span class="_ _a"></span>e <span class="_ _b"></span>acompanhar <span class="_ _a"></span>as <span class="_ _a"></span>atividades <span class="_ _b"></span>da </div><div class="t m0 x2f h8 y384 ff6 fs0 fc0 sc0 ls0 ws0">AC <span class="_ _6"></span>Raiz <span class="_ _6"></span>e <span class="_ _6"></span>da <span class="_ _6"></span>EAT <span class="_ _c"></span>quan<span class="_ _7"></span>to <span class="_ _6"></span>à <span class="_ _6"></span>definição, <span class="_ _c"></span>execuç<span class="_ _7"></span>ão, <span class="_ _c"></span>desenvol<span class="_ _7"></span>vimento <span class="_ _6"></span>e <span class="_ _c"></span>aquisição <span class="_ _6"></span>de <span class="_ _6"></span>sistemas </div><div class="t m0 x2f h8 y385 ff6 fs0 fc0 sc0 ls0 ws0">de <span class="_ _21"> </span>carimbo <span class="_ _2"> </span>do <span class="_ _21"> </span>tempo; <span class="_ _2"> </span>coordenar <span class="_ _21"> </span>a <span class="_ _2"> </span>auditoria <span class="_ _21"> </span>e <span class="_ _21"> </span>sincronismo <span class="_ _2"> </span>de <span class="_ _21"> </span>Sistemas <span class="_ _2"> </span>de <span class="_ _21"> </span>Carimbo <span class="_ _2"> </span>do </div><div class="t m0 x2f h8 y386 ff6 fs0 fc0 sc0 ls0 ws0">Tempo <span class="_ _24"> </span>das <span class="_ _30"> </span>ACTs; <span class="_ _24"> </span>op<span class="_ _7"></span>erar <span class="_ _24"> </span>a <span class="_ _30"> </span>Entidade <span class="_ _30"> </span>de <span class="_ _30"> </span>Auditoria <span class="_ _24"> </span>do <span class="_ _30"> </span>Tempo <span class="_ _30"> </span><span class="ff10">–</span> <span class="_ _24"> </span>EAT <span class="_ _30"> </span>da <span class="_ _30"> </span>ICP-Brasil; </div><div class="t m0 x2f h8 y1a7 ff6 fs0 fc0 sc0 ls0 ws0">coordenar  a <span class="_ _21"> </span>emissão,  d<span class="_ _0"></span>istribuição  e <span class="_ _21"> </span>revogação  dos <span class="_ _21"> </span>certificados  da <span class="_ _21"> </span>EAT; <span class="_ _21"> </span>e  coordenar <span class="_ _21"> </span>o </div><div class="t m0 x2f h8 y387 ff6 fs0 fc0 sc0 ls0 ws0">cadastramento, alteração e descadastramento de Autoridades de Carimbo do Tempo <span class="ff10">–</span> ACT; </div><div class="t m0 x2e h4 y388 ff6 fs0 fc0 sc0 ls1 ws0">e)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ff6">Auditoria: <span class="_ _24"> </span>Responsável <span class="_ _24"> </span>por <span class="_ _30"> </span>acompanhar <span class="_ _30"> </span>e <span class="_ _24"> </span>fiscalizar <span class="_ _24"> </span>o <span class="_ _30"> </span>cumprimento <span class="_ _24"> </span>das <span class="_ _24"> </span>ati<span class="_ _7"></span>vidades <span class="_ _24"> </span>de </span></span></div><div class="t m0 x2f h8 y389 ff6 fs0 fc0 sc0 ls0 ws0">certificação <span class="_ _b"></span>em <span class="_ _2"> </span>consonância <span class="_ _2"></span>com <span class="_ _b"></span>as <span class="_ _2"></span>normas <span class="_ _b"></span>e <span class="_ _2"> </span>orientações <span class="_ _2"></span>da <span class="_ _b"></span>AC <span class="_ _2"></span>Raiz, <span class="_ _b"></span>responsável <span class="_ _2"> </span>pela </div><div class="t m0 x2f h8 y38a ff6 fs0 fc0 sc0 ls0 ws0">verificação do cumprimento desta DPC e da Política de Segurança no âmbito da AC Raiz; </div><div class="t m0 x2e h4 y38b ff6 fs0 fc0 sc0 ls1a ws0">f)<span class="ff5 ls0"> <span class="_ _23"> </span><span class="ff6">Detentores <span class="_ _5"></span>da <span class="_ _a"></span>chave <span class="_ _5"></span>de <span class="_ _5"></span>ativação <span class="_ _5"></span>das <span class="_ _a"></span>cadeias <span class="_ _5"></span>de <span class="_ _5"></span>certificação: <span class="_ _5"></span>Pessoas <span class="_ _5"></span>designadas, <span class="_ _a"></span>a <span class="_ _5"></span>fim <span class="_ _5"></span>de </span></span></div><div class="t m0 x2f h8 y354 ff6 fs0 fc0 sc0 ls0 ws0">representar <span class="_ _2a"> </span>os <span class="_ _2a"> </span>órgãos <span class="_ _2a"> </span>a <span class="_ _2b"> </span>seguir, <span class="_ _2a"> </span>que <span class="_ _2a"> </span>detêm <span class="_ _2a"> </span>as <span class="_ _2a"> </span>chaves<span class="_ _7"></span> <span class="_ _2a"> </span>para <span class="_ _2a"> </span>ativação <span class="_ _2a"> </span>das <span class="_ _2b"> </span>cadeias <span class="_ _2a"> </span>de </div><div class="t m0 x2f h8 y38c ff6 fs0 fc0 sc0 ls0 ws0">certificação, <span class="_ _6"></span>necessárias <span class="_ _6"></span>para <span class="_ _5"></span>a <span class="_ _6"></span>operação <span class="_ _6"></span>do <span class="_ _6"></span>módulo <span class="_ _5"></span>de <span class="_ _6"></span>segurança <span class="_ _6"></span>criptográfico <span class="_ _5"></span>(<span class="ff8">hardware</span><span class="ls1a">) </span></div><div class="t m0 x2f h8 y310 ff6 fs0 fc0 sc0 ls0 ws0">da AC Raiz: </div><div class="t m0 x2e h4 ybc ff6 fs0 fc0 sc0 ls0 ws0">g)<span class="ff5"> <span class="_ _2a"> </span></span>Presidência do ITI; </div><div class="t m0 x2e h4 y38d ff6 fs0 fc0 sc0 ls0 ws0">h)<span class="ff5"> <span class="_ _2a"> </span></span>Diretoria de Infraestrutura de Chaves Públicas do ITI; </div><div class="t m0 x2e h4 y38e ff6 fs0 fc0 sc0 ls1a ws0">i)<span class="ff5 ls0"> <span class="_ _22"> </span><span class="ff6">Diretoria de Auditoria, Fiscalização e Normatização do ITI; </span></span></div><div class="t m0 x2e h4 y38f ff6 fs0 fc0 sc0 ls1a ws0">j)<span class="ff5 ls0"> <span class="_ _22"> </span><span class="ff6">Gabinete de Segurança Institucional da Presidência da República; e </span></span></div><div class="t m0 x2e h4 y390 ff6 fs0 fc0 sc0 ls0 ws0">k)<span class="ff5"> <span class="_ _2a"> </span></span>Diretoria de Tecnologia da Presidência da República. </div><div class="t m0 x4 h4 y391 ff6 fs0 fc0 sc0 ls0 ws0">5.2.2<span class="ff5"> <span class="_ _1"> </span></span>Número de pessoas necessário por tarefa  </div><div class="t m0 x4 h4 y392 ff6 fs0 fc0 sc0 ls0 ws0">5.2.2.1<span class="ff5"> <span class="_ _8"></span><span class="ff6">O <span class="_ _6"></span>acesso <span class="_ _c"></span>ao <span class="_ _c"></span>sistema <span class="_ _6"></span>de <span class="_ _c"></span>gerenciamento <span class="_ _c"></span>de <span class="_ _6"></span>certificados, <span class="_ _c"></span>utilizado <span class="_ _c"></span>para <span class="_ _6"></span>a <span class="_ _c"></span>geração <span class="_ _c"></span>e <span class="_ _6"></span>revogação </span></span></div><div class="t m0 x4 h8 y330 ff6 fs0 fc0 sc0 ls0 ws0">de <span class="_ _a"></span>cer<span class="_ _7"></span>tificados <span class="_ _a"></span>e <span class="_ _b"></span>geração <span class="_ _b"></span>de <span class="_ _a"></span>LCR, <span class="_ _b"></span>é <span class="_ _b"></span>realizado <span class="_ _b"></span>por <span class="_ _a"></span>mei<span class="_ _7"></span>o <span class="_ _a"></span>de <span class="_ _b"></span>controle <span class="_ _b"></span>multiusuário, <span class="_ _a"></span>com <span class="_ _b"></span>o <span class="_ _b"></span>uso <span class="_ _b"></span>de </div><div class="t m0 x4 h8 y331 ff6 fs0 fc0 sc0 ls0 ws0">segredo dividido, por pessoas com perfis confiávei<span class="ls1">s.</span> </div><div class="t m0 x4 h4 y393 ff6 fs0 fc0 sc0 ls0 ws0">5.2.2.2<span class="ff5"> <span class="_ _8"></span><span class="ff6">As <span class="_ _5"></span>chaves <span class="_ _5"></span>privadas <span class="_ _6"></span>das <span class="_ _5"></span>cadeias <span class="_ _6"></span>de <span class="_ _5"></span>certificação <span class="_ _6"></span>da <span class="_ _5"></span>AC <span class="_ _6"></span>Raiz <span class="_ _5"></span>são <span class="_ _6"></span>armazenadas <span class="_ _5"></span>em <span class="_ _5"></span><span class="ff8">hardware</span> </span></span></div><div class="t m0 x4 h8 y394 ff6 fs0 fc0 sc0 ls0 ws0">criptográfico, <span class="_ _c"></span>localizado <span class="_ _6"></span>no <span class="_ _c"></span>interior <span class="_ _6"></span>de <span class="_ _6"></span>ambiente <span class="_ _c"></span>seguro <span class="_ _6"></span><span class="ff10">–</span> <span class="_ _6"></span>sala-cofre. <span class="_ _6"></span>É <span class="_ _c"></span>estabelecida <span class="_ _6"></span>a <span class="_ _6"></span>exigência <span class="_ _c"></span>de </div><div class="t m0 x4 h8 y395 ff6 fs0 fc0 sc0 ls0 ws0">controle <span class="_ _a"></span>múltiplo <span class="_ _a"></span>para <span class="_ _a"></span>a <span class="_ _5"></span>utilização <span class="_ _a"></span>das <span class="_ _a"></span>chaves <span class="_ _a"></span>privadas <span class="_ _a"></span>da <span class="_ _a"></span>AC <span class="_ _5"></span>Raiz<span class="_ _7"></span>, <span class="_ _a"></span>de <span class="_ _a"></span>forma <span class="_ _a"></span>que <span class="_ _a"></span>pelo <span class="_ _5"></span>menos <span class="_ _a"></span>3 </div><div class="t m0 x4 h8 y396 ff6 fs0 fc0 sc0 ls0 ws0">(três) <span class="_ _5"></span>detentores <span class="_ _6"></span>de <span class="_ _5"></span>partição <span class="_ _5"></span>de <span class="_ _6"></span>segredo, <span class="_ _5"></span>dos <span class="_ _5"></span>05 <span class="_ _6"></span>(cinco) <span class="_ _5"></span>possíveis, <span class="_ _5"></span>são <span class="_ _6"></span>requeridos <span class="_ _5"></span>para <span class="_ _5"></span>a <span class="_ _5"></span>utilização </div><div class="t m0 x4 h8 y397 ff6 fs0 fc0 sc0 ls0 ws0">das chaves privadas das cadeias de certificação. </div><div class="t m0 x4 h4 y35f ff6 fs0 fc0 sc0 ls0 ws0">5.2.2.3<span class="ff5"> <span class="_ _8"></span><span class="ff6">Todas <span class="_ _2"></span>as <span class="_ _b"></span>tarefas <span class="_ _b"></span>executadas <span class="_ _b"></span>no <span class="_ _2"></span>ambiente <span class="_ _b"></span>onde <span class="_ _b"></span>estiverem <span class="_ _b"></span>localizados <span class="_ _b"></span>os <span class="_ _2"></span>equipamentos <span class="_ _2"></span>de </span></span></div><div class="t m0 x4 h8 y398 ff6 fs0 fc0 sc0 ls0 ws0">certificação <span class="_ _c"></span>da <span class="_ _c"></span>AC <span class="_ _c"></span>Raiz <span class="_ _c"></span>requererem <span class="_ _c"></span>a <span class="_ _c"></span>presença <span class="_ _c"></span>de, <span class="_ _c"></span>no <span class="_ _c"></span>mínimo, <span class="_ _c"></span>2 <span class="_ _c"></span>(doi<span class="_ _7"></span>s) <span class="_ _c"></span>de <span class="_ _c"></span>seus <span class="_ _c"></span>colaboradores <span class="_ _c"></span>com </div><div class="t m0 x4 h8 y399 ff6 fs0 fc0 sc0 ls0 ws0">perfis <span class="_ _2"></span>qualificados <span class="_ _2"></span>conforme <span class="_ _2"></span>definido <span class="_ _2"></span>na <span class="_ _2"></span>Matriz <span class="_ _b"></span>de <span class="_ _2"> </span>Perf<span class="_ _7"></span>il <span class="_ _2"></span>de <span class="_ _2"></span>Acesso. <span class="_ _2"></span>As <span class="_ _2"></span>demais <span class="_ _2"></span>tarefas <span class="_ _2"></span>da <span class="_ _2"></span>AC </div><div class="t m0 x4 h8 y39a ff6 fs0 fc0 sc0 ls0 ws0">poderão ser executadas por um único colaborador com perfil qualificado.  </div><div class="t m0 x4 h4 y39b ff6 fs0 fc0 sc0 ls0 ws0">5.2.3<span class="ff5"> <span class="_ _2d"> </span></span>Identificação e autenticação para cada perfil  </div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
<div id="pf23" class="pf w0 h0" data-page-no="23"><div class="pc pc23 w0 h0"><img class="bi x7 y2b w4 h7" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y2c ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2d w5 h9"><div class="t m0 x9 h8 y2e ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xa y2d w6 h9"><div class="t m0 xb ha y2f ff7 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y30 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y31 ff8 fs3 fc0 sc0 ls0 ws0">Declaração de Práticas de Certificaçã<span class="_ _7"></span>o da Autoridade Certificadora<span class="_ _7"></span> Raiz da ICP-Brasil <span class="ff9">–</span> <span class="lsb">DO</span>C-ICP-<span class="ls9">01</span> <span class="lsc">v.</span>6<span class="lsa">.0<span class="_ _7"></span></span> <span class="_ _d"></span> <span class="_ _e"> </span> <span class="_ _e"> </span> <span class="_ _e"> </span><span class="ffa ls9">33</span> </div><div class="t m0 x4 h4 y72 ff6 fs0 fc0 sc0 ls0 ws0">5.2.3.1<span class="ff5"> <span class="_ _8"></span><span class="ff6">Para <span class="_ _6"></span>a <span class="_ _c"></span>desi<span class="_ _7"></span>gnação <span class="_ _c"></span>de <span class="_ _6"></span>pessoas <span class="_ _c"></span>para <span class="_ _6"></span>uma <span class="_ _c"></span>função <span class="_ _6"></span>confiável, <span class="_ _c"></span>AC <span class="_ _c"></span>Raiz <span class="_ _6"></span>executa <span class="_ _c"></span>uma <span class="_ _6"></span>verificação </span></span></div><div class="t m0 x4 h8 y1dc ff6 fs0 fc0 sc0 ls0 ws0">de <span class="_ _2"> </span>antecedentes. <span class="_ _2"> </span>Cada <span class="_ _2"> </span>função <span class="_ _2"> </span>descrita <span class="_ _2"> </span>no <span class="_ _2"> </span>item <span class="_ _2"> </span>5.2.1 <span class="_ _21"> </span>desta <span class="_ _b"></span>DPC <span class="_ _2"> </span>é <span class="_ _2"> </span>ident<span class="_ _7"></span>ificada <span class="_ _2"> </span>e <span class="_ _2"> </span>autenticada <span class="_ _2"> </span>de </div><div class="t m0 x4 h8 y1dd ff6 fs0 fc0 sc0 ls0 ws0">forma <span class="_ _5"></span>a <span class="_ _5"></span>garantir <span class="_ _5"></span>que <span class="_ _5"></span>a <span class="_ _5"></span>pessoa <span class="_ _5"></span>esteja <span class="_ _5"></span>designada <span class="_ _5"></span>na <span class="_ _5"></span>função <span class="_ _5"></span>certa, <span class="_ _5"></span>que <span class="_ _5"></span>possa <span class="_ _5"></span>apoiar <span class="_ _6"></span>as <span class="_ _a"></span>atividades <span class="_ _6"></span>da </div><div class="t m0 x4 h8 y1de ff6 fs0 fc0 sc0 ls0 ws0">AC Raiz. </div><div class="t m0 x4 h4 y24f ff6 fs0 fc0 sc0 ls0 ws0">5.2.3.2<span class="ff5"> <span class="_ _8"></span><span class="ff6">Todos os colaboradores da AC Raiz tem sua identidade e perfis verificados antes de:  </span></span></div><div class="t m0 x2e h4 y39c ff6 fs0 fc0 sc0 ls1 ws0">a)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ff6">ser incluído em uma lista de acesso às instalações da AC Raiz; </span></span></div><div class="t m0 x2e h4 y1a6 ff6 fs0 fc0 sc0 ls0 ws0">b)<span class="ff5"> <span class="_ _2a"> </span></span>ser incluído em uma lista para acesso físico ao sistema de certificação da AC Raiz; </div><div class="t m0 x2e h4 y39d ff6 fs0 fc0 sc0 ls1 ws0">c)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ff6">receber credenciais para executar suas atividades operacionais na AC Raiz; e </span></span></div><div class="t m0 x2e h4 y39e ff6 fs0 fc0 sc0 ls0 ws0">d)<span class="ff5"> <span class="_ _2a"> </span></span>receber uma conta no sistema de certificação da AC Raiz. </div><div class="t m0 x4 h4 y2a0 ff6 fs0 fc0 sc0 ls0 ws0">5.2.3.3<span class="ff5"> <span class="_ _8"></span><span class="ff6">Os <span class="_ _23"> </span>certificados, <span class="_ _23"> </span>contas <span class="_ _23"> </span>e <span class="_ _23"> </span>senhas <span class="_ _23"> </span>utilizados <span class="_ _23"> </span>para <span class="_ _23"> </span>identificação <span class="_ _23"> </span>e <span class="_ _23"> </span>autenticação <span class="_ _23"> </span>dos </span></span></div><div class="t m0 x4 h8 y2a1 ff6 fs0 fc0 sc0 ls0 ws0">colaboradores devem:  </div><div class="t m0 x2e h4 y2a2 ff6 fs0 fc0 sc0 ls1 ws0">a)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ff6">ser diretamente atribuídos a uma única pessoa; </span></span></div><div class="t m0 x2e h4 y205 ff6 fs0 fc0 sc0 ls0 ws0">b)<span class="ff5"> <span class="_ _2a"> </span></span>não permitir compartilhamento; e </div><div class="t m0 x2e h4 y39f ff6 fs0 fc0 sc0 ls1 ws0">c)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ff6">ser restritos às ações associadas ao perfil para o qual foram designados. </span></span></div><div class="t m0 x4 h4 y3a0 ff6 fs0 fc0 sc0 ls0 ws0">5.2.4<span class="ff5"> <span class="_ _1"> </span></span>Funções que requerem separação de deveres </div><div class="t m0 x4 h8 y3a1 ff6 fs0 fc0 sc0 ls0 ws0">A <span class="_ _6"></span>AC <span class="_ _5"></span>Raiz <span class="_ _5"></span>impõe <span class="_ _6"></span>a <span class="_ _5"></span>segregação <span class="_ _6"></span>de <span class="_ _5"></span>atividades <span class="_ _6"></span>para <span class="_ _5"></span>o <span class="_ _5"></span>pessoal <span class="_ _6"></span>especificamente <span class="_ _5"></span>atribuído <span class="_ _6"></span>às <span class="_ _5"></span>funções </div><div class="t m0 x4 h8 ybe ff6 fs0 fc0 sc0 ls0 ws0">definidas <span class="_ _2b"> </span>no <span class="_ _2a"> </span>it<span class="_ _7"></span>em <span class="_ _2b"> </span>5.2.1. <span class="_ _2b"> </span>Não <span class="_ _2a"> </span>é <span class="_ _2b"> </span>permitido, <span class="_ _2b"> </span>em <span class="_ _2b"> </span>nenhum <span class="_ _2b"> </span>caso, <span class="_ _2b"> </span>atuar <span class="_ _2b"> </span>nas <span class="_ _2b"> </span>seguintes <span class="_ _2a"> </span>funç<span class="_ _7"></span>ões </div><div class="t m0 x4 h8 y3a2 ff6 fs0 fc0 sc0 ls0 ws0">concomitantemente: </div><div class="t m0 x2e h4 y3a3 ff6 fs0 fc0 sc0 ls1 ws0">a)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ff6">Coordenação da Infraestrutura e Operação da AC Raiz ou Entidade de Auditoria do Tempo; </span></span></div><div class="t m0 x2e h4 y3a4 ff6 fs0 fc0 sc0 ls0 ws0">b)<span class="ff5"> <span class="_ _2a"> </span></span>Coordenação da Segurança e Operação da AC Raiz ou Entidade de Auditoria do Tempo; </div><div class="t m0 x2e h4 y3a5 ff6 fs0 fc0 sc0 ls1 ws0">c)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ff6">Auditoria e Coordenação da Infraestrutura ou da Segurança; </span></span></div><div class="t m0 x2e h4 y3a6 ff6 fs0 fc0 sc0 ls0 ws0">d)<span class="ff5"> <span class="_ _2a"> </span></span>Auditoria e Operação da AC Raiz ou Entidade de Auditoria do Tempo. </div><div class="t m0 x4 h22 y3a7 ff7 fs0 fc0 sc0 ls0 ws0">5.3<span class="ff11"> <span class="_ _25"> </span></span>Controles de Pessoal </div><div class="t m0 x4 h4 y3a8 ff6 fs0 fc0 sc0 ls0 ws0">5.3.1<span class="ff5"> <span class="_ _2d"> </span></span>Antecedentes, qualificação, experiência e requisitos de idoneidade  </div><div class="t m0 x4 h4 y3a9 ff6 fs0 fc0 sc0 ls0 ws0">5.3.1.1<span class="ff5"> <span class="_ _8"></span><span class="ff6">Todo <span class="_ _2"> </span>o <span class="_ _2"> </span>pessoal <span class="_ _2"> </span>da <span class="_ _2"> </span>AC <span class="_ _2"> </span>Raiz <span class="_ _2"> </span>em <span class="_ _2"></span>atividades <span class="_ _2"></span>diretamente <span class="_ _b"></span>relacionadas <span class="_ _2"> </span>ao <span class="_ _2"> </span>ciclo <span class="_ _2"> </span>de <span class="_ _2"></span>vida <span class="_ _2"></span>de </span></span></div><div class="t m0 x4 h8 y3aa ff6 fs0 fc0 sc0 ls0 ws0">certificados, <span class="_ _7"></span>como <span class="_ _c"></span>os <span class="_ _c"></span>processos <span class="_ _c"></span>de <span class="_ _7"></span>emissão, <span class="_ _c"></span>expedição, <span class="_ _c"></span>distribuição, <span class="_ _7"></span>revogação <span class="_ _c"></span>e <span class="_ _c"></span>gerenciamento <span class="_ _7"></span>de<span class="_ _7"></span> </div><div class="t m0 x4 h8 y3ab ff6 fs0 fc0 sc0 ls0 ws0">certificados, é admitido conforme o estabelecido na Politica de Segurança da ICP-Brasil. </div><div class="t m0 x4 h4 y3ac ff6 fs0 fc0 sc0 ls0 ws0">5.3.1.2<span class="ff5"> <span class="_ _8"></span><span class="ff6">Todos <span class="_ _2"></span>os <span class="_ _a"></span>c<span class="_ _7"></span>olaboradores <span class="_ _b"></span>da <span class="_ _b"></span>AC <span class="_ _b"></span>Raiz <span class="_ _2"></span>que <span class="_ _b"></span>exercem <span class="_ _b"></span>perfis <span class="_ _b"></span>confiáveis <span class="_ _b"></span>ou <span class="_ _b"></span>executam <span class="_ _2"></span>funções </span></span></div><div class="t m0 x4 h8 y3ad ff6 fs0 fc0 sc0 ls0 ws0">críticas têm registrado em contrato ou termo de responsabilidade: </div><div class="t m0 x2e h4 y3ae ff6 fs0 fc0 sc0 ls1 ws0">a)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ff6">aos termos e as condições do perfil que ocupam; e </span></span></div><div class="t m0 x2e h4 y3af ff6 fs0 fc0 sc0 ls0 ws0">b)<span class="ff5"> <span class="_ _2a"> </span></span>o compromisso de não divulgar informações sigilosas a que têm acesso. </div><div class="t m0 x4 h4 y3b0 ff6 fs0 fc0 sc0 ls0 ws0">5.3.1.3<span class="ff5"> <span class="_ _8"></span><span class="ff6">Antes <span class="_ _a"></span>do <span class="_ _a"></span>envolvimento <span class="_ _a"></span>de <span class="_ _5"></span>qualque<span class="_ _7"></span>r <span class="_ _5"></span>pess<span class="_ _7"></span>oa <span class="_ _a"></span>no <span class="_ _5"></span>processo <span class="_ _a"></span>de <span class="_ _a"></span>gerenciamento <span class="_ _a"></span>de <span class="_ _5"></span>certifica<span class="_ _7"></span>dos, </span></span></div><div class="t m0 x4 h8 y3b1 ff6 fs0 fc0 sc0 ls0 ws0">seja <span class="_ _21"> </span>como <span class="_ _21"> </span>servidor <span class="_ _21"> </span>requisitado <span class="_ _21"> </span>ou <span class="_ _2"> </span>empr<span class="_ _7"></span>egado <span class="_ _21"> </span>contratado, <span class="_ _21"> </span>a <span class="_ _2"> </span>AC  Raiz <span class="_ _21"> </span>verifica <span class="_ _21"> </span>a <span class="_ _21"> </span>identidade <span class="_ _21"> </span>e <span class="_ _21"> </span>a </div><div class="t m0 x4 h8 y3b2 ff6 fs0 fc0 sc0 ls0 ws0">confiabilidade de tal pessoa. </div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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"/><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y2c ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2d w5 h9"><div class="t m0 x9 h8 y2e ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xa y2d w6 h9"><div class="t m0 xb ha y2f ff7 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y30 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y31 ff8 fs3 fc0 sc0 ls0 ws0">Declaração de Práticas de Certificaçã<span class="_ _7"></span>o da Autoridade Certificadora<span class="_ _7"></span> Raiz da ICP-Brasil <span class="ff9">–</span> <span class="lsb">DO</span>C-ICP-<span class="ls9">01</span> <span class="lsc">v.</span>6<span class="lsa">.0<span class="_ _7"></span></span> <span class="_ _d"></span> <span class="_ _e"> </span> <span class="_ _e"> </span> <span class="_ _e"> </span><span class="ffa ls9">34</span> </div><div class="t m0 x4 h4 y72 ff6 fs0 fc0 sc0 ls0 ws0">5.3.1.4<span class="ff5"> <span class="_ _8"></span><span class="ff6">A <span class="_ _2"></span>AC <span class="_ _b"></span>Raiz <span class="_ _b"></span>emprega <span class="_ _2"></span>um <span class="_ _a"></span>número <span class="_ _2"></span>suficiente <span class="_ _b"></span>de <span class="_ _b"></span>colaboradores <span class="_ _b"></span>que <span class="_ _b"></span>possuem <span class="_ _2"></span>conhecimento </span></span></div><div class="t m0 x4 h8 y1dc ff6 fs0 fc0 sc0 ls0 ws0">especializado, experiência e as qualificações necessárias para as atividades que desempenha. </div><div class="t m0 x4 h4 y3b3 ff6 fs0 fc0 sc0 ls0 ws0">5.3.1.5<span class="ff5"> <span class="_ _8"></span><span class="ff6">O  pessoal  da  AC  Raiz <span class="_ _4"> </span>atende  aos  requisitos  por  meio  de  conhecime<span class="_ _7"></span>nto  especializado, </span></span></div><div class="t m0 x4 h8 y24e ff6 fs0 fc0 sc0 ls0 ws0">experiência e qualificações com treinamento e educação formais e experiência real. </div><div class="t m0 x4 h4 y1df ff6 fs0 fc0 sc0 ls0 ws0">5.3.1.6<span class="ff5"> <span class="_ _8"></span><span class="ff6">O <span class="_ _24"> </span>pess<span class="_ _7"></span>oal <span class="_ _24"> </span>da <span class="_ _24"> </span>AC <span class="_ _24"> </span>Raiz, <span class="_ _24"> </span>servidores <span class="_ _24"> </span>e <span class="_ _24"> </span>ou <span class="_ _30"> </span>empregados <span class="_ _24"> </span>contratados, <span class="_ _24"> </span>possuem <span class="_ _24"> </span>atribuições </span></span></div><div class="t m0 x4 h8 y39c ff6 fs0 fc0 sc0 ls0 ws0">definidas <span class="_ _7"></span>de <span class="_ _c"></span>acordo <span class="_ _c"></span>com <span class="_ _c"></span>o <span class="_ _c"></span>nível <span class="_ _c"></span>de <span class="_ _c"></span>responsabilidades, <span class="_ _c"></span>levando <span class="_ _c"></span>em <span class="_ _7"></span>conta<span class="_ _7"></span> <span class="_ _7"></span>a <span class="_ _c"></span>sensibilidade <span class="_ _c"></span>da <span class="_ _c"></span>posição </div><div class="t m0 x4 h8 y307 ff6 fs0 fc0 sc0 ls0 ws0">e <span class="_ _6"></span>com <span class="_ _5"></span>base <span class="_ _6"></span>nos <span class="_ _6"></span>deveres <span class="_ _5"></span>e <span class="_ _6"></span>níveis <span class="_ _5"></span>de <span class="_ _6"></span>acesso, <span class="_ _6"></span>triagem <span class="_ _5"></span>de <span class="_ _6"></span>antecedentes, <span class="_ _6"></span>treinamento <span class="_ _5"></span>e <span class="_ _6"></span>capacitação. <span class="_ _6"></span>O </div><div class="t m0 x4 h8 y252 ff6 fs0 fc0 sc0 ls0 ws0">pessoal  da  AC  Raiz <span class="_ _24"> </span>que  atua  diretamente  com  o <span class="_ _4"> </span>sistema <span class="_ _4"> </span>de <span class="_ _4"> </span>gerenciamento <span class="_ _4"> </span>de  certifica<span class="_ _7"></span>dos  é </div><div class="t m0 x4 h8 y253 ff6 fs0 fc0 sc0 ls0 ws0">formalmente nomeado para funções de confiança. </div><div class="t m0 x4 h4 y3b4 ff6 fs0 fc0 sc0 ls0 ws0">5.3.2<span class="ff5"> <span class="_ _2d"> </span></span>Procedimentos de verificação de antecedentes  </div><div class="t m0 x4 h4 y3b5 ff6 fs0 fc0 sc0 ls0 ws0">5.3.2.1<span class="ff5"> <span class="_ _8"></span><span class="ff6">Todo  o  pessoal  da <span class="_ _21"> </span>AC  Raiz <span class="_ _21"> </span>em  funções  de <span class="_ _21"> </span>confiança  deve <span class="_ _21"> </span>estar  livre  de <span class="_ _21"> </span>conflitos  de </span></span></div><div class="t m0 x4 h8 y3b6 ff6 fs0 fc0 sc0 ls0 ws0">interesses <span class="_ _c"></span>que <span class="_ _6"></span>possam <span class="_ _6"></span>prejudicar <span class="_ _c"></span>a <span class="_ _6"></span>imparcialidade <span class="_ _c"></span>das <span class="_ _6"></span>operações <span class="_ _c"></span>da <span class="_ _6"></span>AC. <span class="_ _6"></span>Não <span class="_ _c"></span>é <span class="_ _6"></span>nome<span class="_ _7"></span>ada <span class="_ _c"></span>para <span class="_ _6"></span>uma </div><div class="t m0 x4 h8 y3b7 ff6 fs0 fc0 sc0 ls0 ws0">função <span class="_ _21"> </span>de <span class="_ _21"> </span>confiança <span class="_ _21"> </span>qualquer <span class="_ _21"> </span>pessoa <span class="_ _21"> </span>que <span class="_ _21"> </span>possua <span class="_ _21"> </span>antecedentes <span class="_ _21"> </span>que <span class="_ _2"> </span>possam  ser <span class="_ _2"> </span>inadequados  ao </div><div class="t m0 x4 h8 y3b8 ff6 fs0 fc0 sc0 ls0 ws0">cargo.  </div><div class="t m0 x4 h4 y3b9 ff6 fs0 fc0 sc0 ls0 ws0">5.3.2.2<span class="ff5"> <span class="_ _8"></span><span class="ff6">Todas <span class="_ _5"></span>as <span class="_ _6"></span>pessoas <span class="_ _6"></span>que <span class="_ _5"></span>ocuparem <span class="_ _6"></span>funções <span class="_ _6"></span>de <span class="_ _6"></span>confiança <span class="_ _5"></span>devem <span class="_ _6"></span>ser <span class="_ _6"></span>selecionadas <span class="_ _6"></span>com <span class="_ _5"></span>base <span class="_ _6"></span>na </span></span></div><div class="t m0 x4 h8 y33b ff6 fs0 fc0 sc0 ls0 ws0">lealdade, confiabilidade e integridade, e devem estar sujeitas a investigação de antecedentes. </div><div class="t m0 x4 h4 y3ba ff6 fs0 fc0 sc0 ls0 ws0">5.3.2.3<span class="ff5"> <span class="_ _8"></span><span class="ff6">Todo <span class="_ _b"></span>o <span class="_ _a"></span>pessoal <span class="_ _b"></span>da <span class="_ _a"></span>AC <span class="_ _b"></span>Raiz <span class="_ _a"></span>em <span class="_ _b"></span>atividades <span class="_ _a"></span>diretamente <span class="_ _a"></span>relacionadas <span class="_ _b"></span>com <span class="_ _a"></span>os <span class="_ _b"></span>processos <span class="_ _a"></span>de </span></span></div><div class="t m0 x4 h8 y3bb ff6 fs0 fc0 sc0 ls0 ws0">emissão, <span class="_ _2a"> </span>expedição, <span class="_ _2b"> </span>distribuição, <span class="_ _2a"> </span>revogação <span class="_ _2a"> </span>e <span class="_ _2b"> </span>gerenciamento <span class="_ _2a"> </span>de <span class="_ _2a"> </span>cer<span class="_ _7"></span>tificados <span class="_ _2a"> </span>é, <span class="_ _2b"> </span>anualmente, </div><div class="t m0 x4 h8 y3bc ff6 fs0 fc0 sc0 ls0 ws0">submetido a:  </div><div class="t m0 x2e h4 y3bd ff6 fs0 fc0 sc0 ls1 ws0">a)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ff6">verificação de antecedentes criminais; </span></span></div><div class="t m0 x2e h4 y3be ff6 fs0 fc0 sc0 ls0 ws0">b)<span class="ff5"> <span class="_ _2a"> </span></span>verificação de situação de crédito; </div><div class="t m0 x2e h4 y3bf ff6 fs0 fc0 sc0 ls1 ws0">c)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ff6">verificação de histórico de empregos anteriores; </span></span></div><div class="t m0 x2e h4 y3c0 ff6 fs0 fc0 sc0 ls0 ws0">d)<span class="ff5"> <span class="_ _2a"> </span></span>comprovação de escolaridade e de residência; e </div><div class="t m0 x2e h4 y3c1 ff6 fs0 fc0 sc0 ls1 ws0">e)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ff6">assinatura de termos de sigilo e de responsabilidade específicos. </span></span></div><div class="t m0 x4 h4 y3c2 ff6 fs0 fc0 sc0 ls0 ws0">5.3.2.4<span class="ff5"> <span class="_ _8"></span><span class="ff6">O <span class="_ _c"></span>pessoal <span class="_ _6"></span>não <span class="_ _7"></span>tem <span class="_ _c"></span>acesso <span class="_ _c"></span>às <span class="_ _c"></span>funções <span class="_ _c"></span>de <span class="_ _c"></span>confiança <span class="_ _6"></span>até <span class="_ _c"></span>que <span class="_ _c"></span>as <span class="_ _7"></span>ver<span class="_ _7"></span>ificações <span class="_ _7"></span>necessárias <span class="_ _c"></span>sejam </span></span></div><div class="t m0 x4 h8 y3c3 ff6 fs0 fc0 sc0 ls0 ws0">concluídas e os resultados analisados. </div><div class="t m0 x4 h4 y3c4 ff6 fs0 fc0 sc0 ls0 ws0">5.3.3<span class="ff5"> <span class="_ _2d"> </span></span>Requisitos de treinamento  </div><div class="t m0 x4 h4 y3c5 ff6 fs0 fc0 sc0 ls0 ws0">5.3.3.1<span class="ff5"> <span class="_ _8"></span><span class="ff6">Todo <span class="_ _b"></span>o <span class="_ _a"></span>pessoal <span class="_ _b"></span>da <span class="_ _a"></span>AC <span class="_ _b"></span>Raiz <span class="_ _a"></span>em <span class="_ _b"></span>atividades <span class="_ _a"></span>diretamente <span class="_ _a"></span>relacionadas <span class="_ _b"></span>com <span class="_ _a"></span>os <span class="_ _b"></span>processos <span class="_ _a"></span>de </span></span></div><div class="t m0 x4 h8 y3c6 ff6 fs0 fc0 sc0 ls0 ws0">emissão, <span class="_ _2"> </span>expedição, <span class="_ _21"> </span>distribuição, <span class="_ _2"></span>revogação <span class="_ _2"> </span>e <span class="_ _2"> </span>gerenciamento <span class="_ _21"> </span>de <span class="_ _2"> </span>certificados <span class="_ _21"> </span>recebe <span class="_ _2"></span>treinamento </div><div class="t m0 x4 h8 y3c7 ff6 fs0 fc0 sc0 ls0 ws0">suficiente para o domínio dos seguintes temas: </div><div class="t m0 x2e h4 y3c8 ff6 fs0 fc0 sc0 ls1 ws0">a)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ff6">política e procedimentos de segurança da AC Raiz; </span></span></div><div class="t m0 x2e h4 y3c9 ff6 fs0 fc0 sc0 ls0 ws0">b)<span class="ff5"> <span class="_ _2a"> </span><span class="ff8">softwares</span></span> de certificação em uso na AC Raiz; </div><div class="t m0 x2e h4 y3ca ff6 fs0 fc0 sc0 ls1 ws0">c)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ff6">procedimentos de recuperação de desastres e de continuidade do negócio; e </span></span></div><div class="t m0 x2e h4 y3cb ff6 fs0 fc0 sc0 ls0 ws0">d)<span class="ff5"> <span class="_ _2a"> </span></span>atividades sob sua responsabilidade. </div><div class="t m0 x4 h4 y3cc ff6 fs0 fc0 sc0 ls0 ws0">5.3.3.2<span class="ff5"> <span class="_ _8"></span><span class="ff6">A <span class="_ _7"></span>AC Raiz <span class="_ _7"></span>mantém registros <span class="_ _7"></span>de tais <span class="_ _7"></span>treinamentos e <span class="_ _7"></span>assegura que <span class="_ _7"></span>o <span class="_ _7"></span>pessoal mantenha o <span class="_ _7"></span>nível </span></span></div><div class="t m0 x4 h8 y3cd ff6 fs0 fc0 sc0 ls0 ws0">de habilidades que lhes permitam desempenhar suas tarefas satisfatoriamente.  </div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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"/><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y2c ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2d w5 h9"><div class="t m0 x9 h8 y2e ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xa y2d w6 h9"><div class="t m0 xb ha y2f ff7 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y30 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y31 ff8 fs3 fc0 sc0 ls0 ws0">Declaração de Práticas de Certificaçã<span class="_ _7"></span>o da Autoridade Certificadora<span class="_ _7"></span> Raiz da ICP-Brasil <span class="ff9">–</span> <span class="lsb">DO</span>C-ICP-<span class="ls9">01</span> <span class="lsc">v.</span>6<span class="lsa">.0<span class="_ _7"></span></span> <span class="_ _d"></span> <span class="_ _e"> </span> <span class="_ _e"> </span> <span class="_ _e"> </span><span class="ffa ls9">35</span> </div><div class="t m0 x4 h4 y72 ff6 fs0 fc0 sc0 ls0 ws0">5.3.4<span class="ff5"> <span class="_ _2d"> </span></span>Frequência e requisitos para reciclagem técnica  </div><div class="t m0 x4 h4 y171 ff6 fs0 fc0 sc0 ls0 ws0">5.3.4.1<span class="ff5"> <span class="_ _8"></span><span class="ff6">Todo <span class="_ _b"></span>o <span class="_ _a"></span>pes<span class="_ _7"></span>soal <span class="_ _a"></span>da <span class="_ _b"></span>AC <span class="_ _a"></span>Raiz <span class="_ _a"></span>em <span class="_ _b"></span>atividades <span class="_ _a"></span>diretamente <span class="_ _a"></span>relacionadas <span class="_ _b"></span>com <span class="_ _a"></span>os <span class="_ _b"></span>processos <span class="_ _a"></span>de </span></span></div><div class="t m0 x4 h8 y172 ff6 fs0 fc0 sc0 ls0 ws0">emissão, <span class="_ _7"></span>expedição, <span class="_ _7"></span>distribuição, <span class="_ _7"></span>revogação <span class="_ _c"></span>e <span class="_ _7"></span>gerenciamento <span class="_ _7"></span>de <span class="_ _c"></span>certificados <span class="_ _7"></span>manter<span class="_ _7"></span>-<span class="ls1">se</span>-á <span class="_ _7"></span>atualiz<span class="_ _7"></span>ado </div><div class="t m0 x4 h8 y365 ff6 fs0 fc0 sc0 ls0 ws0">sobre eventuais mudanças tecnológicas no sistema de certificação da AC Raiz.  </div><div class="t m0 x4 h4 y270 ff6 fs0 fc0 sc0 ls0 ws0">5.3.4.2<span class="ff5"> <span class="_ _8"></span><span class="ff6">A <span class="_ _6"></span>AC <span class="_ _6"></span>Raiz <span class="_ _6"></span>fornece <span class="_ _6"></span>treinamento <span class="_ _6"></span>em <span class="_ _6"></span>segurança <span class="_ _6"></span>da <span class="_ _6"></span>informação <span class="_ _6"></span>e <span class="_ _6"></span>gerenciamento <span class="_ _6"></span>do <span class="_ _c"></span>ambiente </span></span></div><div class="t m0 x4 h8 y3ce ff6 fs0 fc0 sc0 ls0 ws0">seguro <span class="_ _24"> </span>pelo <span class="_ _24"> </span>menos <span class="_ _24"> </span>uma <span class="_ _24"> </span>vez <span class="_ _24"> </span>por <span class="_ _24"> </span>ano <span class="_ _24"> </span>a <span class="_ _24"> </span>todos <span class="_ _24"> </span>os <span class="_ _30"> </span>colaboradores <span class="_ _24"> </span>diretamente <span class="_ _24"> </span>relacionados <span class="_ _24"> </span>aos </div><div class="t m0 x4 h8 y3cf ff6 fs0 fc0 sc0 ls0 ws0">processos <span class="_ _b"></span>de <span class="_ _2"></span>certificação. <span class="_ _b"></span>Treinamentos <span class="_ _2"></span>de <span class="_ _b"></span>reciclagem <span class="_ _b"></span>são <span class="_ _2"></span>realizados <span class="_ _b"></span>pela <span class="_ _2"></span>AC <span class="_ _b"></span>Raiz <span class="_ _2"></span>sempre <span class="_ _2"> </span>que </div><div class="t m0 x4 h8 y3d0 ff6 fs0 fc0 sc0 ls0 ws0">houver a necessidade.  </div><div class="t m0 x4 h4 y200 ff6 fs0 fc0 sc0 ls0 ws0">5.3.5<span class="ff5"> <span class="_ _2d"> </span></span>Frequência e sequência de rodízio de cargos  </div><div class="t m0 x4 h8 y150 ff6 fs0 fc0 sc0 ls0 ws0">Não <span class="_ _a"></span>está <span class="_ _a"></span>definida <span class="_ _a"></span>a <span class="_ _a"></span>frequência <span class="_ _a"></span>para <span class="_ _5"></span>o <span class="_ _a"></span>rodízio <span class="_ _a"></span>de <span class="_ _a"></span>car<span class="_ _7"></span>gos, <span class="_ _a"></span>porém <span class="_ _a"></span>a <span class="_ _a"></span>AC <span class="_ _a"></span>Raiz <span class="_ _a"></span>garante <span class="_ _a"></span>que <span class="_ _5"></span>qualquer </div><div class="t m0 x4 h8 y3d1 ff6 fs0 fc0 sc0 ls0 ws0">alteração na equipe não afetará a eficácia operacional ou a sua segurança.  </div><div class="t m0 x4 h4 y203 ff6 fs0 fc0 sc0 ls0 ws0">5.3.6<span class="ff5"> <span class="_ _2d"> </span></span>Sanções para ações não autorizadas  </div><div class="t m0 x4 h8 y3d2 ff6 fs0 fc0 sc0 ls0 ws0">Na <span class="_ _c"></span>event<span class="_ _7"></span>ualidade <span class="_ _c"></span>de <span class="_ _6"></span>uma <span class="_ _6"></span>violação <span class="_ _6"></span>das <span class="_ _6"></span>políticas <span class="_ _6"></span>ou <span class="_ _6"></span>ação <span class="_ _6"></span>não <span class="_ _c"></span>autoriza<span class="_ _7"></span>da, <span class="_ _c"></span>real <span class="_ _6"></span>ou <span class="_ _6"></span>suspeita, <span class="_ _6"></span>realizada </div><div class="t m0 x4 h8 y3d3 ff6 fs0 fc0 sc0 ls0 ws0">por <span class="_ _1b"> </span>pessoa <span class="_ _20"> </span>relacionada <span class="_ _20"> </span>aos <span class="_ _1b"> </span>processos <span class="_ _1b"> </span>de <span class="_ _20"> </span>emissão, <span class="_ _1b"> </span>expedição, <span class="_ _20"> </span>distribuição, <span class="_ _1b"> </span>revogação <span class="_ _20"> </span>ou </div><div class="t m0 x4 h8 y3d4 ff6 fs0 fc0 sc0 ls0 ws0">gerenciamento <span class="_ _5"></span>de <span class="_ _5"></span>certificados, <span class="_ _a"></span>a <span class="_ _5"></span>AC <span class="_ _5"></span>Raiz <span class="_ _a"></span>suspende <span class="_ _5"></span>imediatamente <span class="_ _5"></span>o <span class="_ _a"></span>seu <span class="_ _5"></span>acesso <span class="_ _5"></span>e <span class="_ _5"></span>privilégios, <span class="_ _5"></span>até </div><div class="t m0 x4 h8 y3d5 ff6 fs0 fc0 sc0 ls0 ws0">que <span class="_ _a"></span>seja <span class="_ _5"></span>finalizada <span class="_ _a"></span>a <span class="_ _a"></span>apuração, <span class="_ _a"></span>e <span class="_ _5"></span>toma <span class="_ _a"></span>as <span class="_ _a"></span>medidas <span class="_ _5"></span>administrativas <span class="_ _a"></span>e <span class="_ _a"></span>legais <span class="_ _a"></span>cabíveis, <span class="_ _5"></span>aplicando <span class="_ _a"></span>as </div><div class="t m0 x4 h8 y3d6 ff6 fs0 fc0 sc0 ls0 ws0">devidas sansões, conforme o caso. </div><div class="t m0 x4 h4 y370 ff6 fs0 fc0 sc0 ls0 ws0">5.3.7<span class="ff5"> <span class="_ _2d"> </span></span>Requisitos para contratação de pessoal  </div><div class="t m0 x4 h8 y3d7 ff6 fs0 fc0 sc0 ls0 ws0">O  empregado  contratado  da  AC  Raiz  deve  seguir  o  que  está  estabelecido  na  POLITICA  DE </div><div class="t m0 x4 h8 y3d8 ff6 fs0 fc0 sc0 ls0 ws0">SEGURANÇA <span class="_ _21"> </span>DA <span class="_ _21"> </span>ICP-BRASIL  [1] <span class="_ _21"> </span>para <span class="_ _21"> </span>o <span class="_ _21"> </span>exercício <span class="_ _21"> </span>de <span class="_ _21"> </span>suas <span class="_ _21"> </span>atividades, <span class="_ _21"> </span>estando <span class="_ _21"> </span>sujeitos  aos </div><div class="t m0 x4 h8 y3d9 ff6 fs0 fc0 sc0 ls0 ws0">mesmos <span class="_ _2e"> </span>processos, <span class="_ _2b"> </span>procedimentos, <span class="_ _2b"> </span>avaliação, <span class="_ _2e"> </span>controle <span class="_ _2b"> </span>de <span class="_ _2e"> </span>segurança <span class="_ _2b"> </span>e <span class="_ _2e"> </span>treinamento <span class="_ _2e"> </span>que <span class="_ _2b"> </span>os </div><div class="t m0 x4 h8 y3da ff6 fs0 fc0 sc0 ls0 ws0">servidores da AC Raiz. </div><div class="t m0 x4 h4 y114 ff6 fs0 fc0 sc0 ls0 ws0">5.3.8<span class="ff5"> <span class="_ _2d"> </span></span>Documentação fornecida ao pessoal  </div><div class="t m0 x4 h8 y3db ff6 fs0 fc0 sc0 ls0 ws0">A AC Raiz disponibiliza para todo o seu pessoal: </div><div class="t m0 x2e h4 y3dc ff6 fs0 fc0 sc0 ls1 ws0">a)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ff6">DPC da AC Raiz; </span></span></div><div class="t m0 x2e h4 y3dd ff6 fs0 fc0 sc0 ls0 ws0">b)<span class="ff5"> <span class="_ _2a"> </span></span>Política de Segurança da ICP-Brasil; </div><div class="t m0 x2e h4 y3de ff6 fs0 fc0 sc0 ls1 ws0">c)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ff6">documentação operacional relativa a suas atividades; e </span></span></div><div class="t m0 x2e h4 y3df ff6 fs0 fc0 sc0 ls0 ws0">d)<span class="ff5"> <span class="_ _2a"> </span></span>contratos, normas, políticas e demais informações que sejam relevantes para suas atividades. </div><div class="t m0 x4 h22 y3e0 ff7 fs0 fc0 sc0 ls0 ws0">5.4<span class="ff11"> <span class="_ _25"> </span></span>Procedimentos de <span class="ffa">Log</span> de Auditoria. </div><div class="t m0 x4 h4 y3e1 ff6 fs0 fc0 sc0 ls0 ws0">5.4.1<span class="ff5"> <span class="_ _2d"> </span></span>Tipos de eventos registrados  </div><div class="t m0 x4 h4 y1f9 ff6 fs0 fc0 sc0 ls0 ws0">5.4.1.1<span class="ff5"> <span class="_ _8"></span><span class="ff6">Registros<span class="_ _7"></span> <span class="_ _1d"> </span>de <span class="_ _1d"> </span>auditoria <span class="_ _1d"> </span>são <span class="_ _3"> </span>gerados <span class="_ _1d"> </span>para <span class="_ _1d"> </span>todos <span class="_ _1d"> </span>os <span class="_ _3"> </span>eventos <span class="_ _1d"> </span>relacionados <span class="_ _1d"> </span>à <span class="_ _3"> </span>operação <span class="_ _1d"> </span>e </span></span></div><div class="t m0 x4 h8 y31f ff6 fs0 fc0 sc0 ls0 ws0">segurança <span class="_ _b"></span>e <span class="_ _b"></span>aos <span class="_ _b"></span>demais <span class="_ _b"></span>serviços <span class="_ _b"></span>da <span class="_ _b"></span>AC <span class="_ _b"></span>Raiz. <span class="_ _2"></span>Sempre <span class="_ _b"></span>que <span class="_ _a"></span>possí<span class="_ _7"></span>vel, <span class="_ _b"></span>os <span class="_ _b"></span>registros <span class="_ _b"></span>de <span class="_ _b"></span>au<span class="_ _7"></span>ditoria <span class="_ _b"></span>de </div><div class="t m0 x4 h8 y320 ff6 fs0 fc0 sc0 ls0 ws0">segurança <span class="_ _6"></span>são <span class="_ _6"></span>gerados <span class="_ _6"></span>autom<span class="_ _7"></span>aticamente, <span class="_ _6"></span>quando <span class="_ _6"></span>não <span class="_ _6"></span>for <span class="_ _6"></span>possível, <span class="_ _6"></span>um <span class="_ _5"></span>livro <span class="_ _6"></span>de <span class="_ _6"></span>registro, <span class="_ _6"></span>formulário </div><div class="t m0 x4 h8 y3e2 ff6 fs0 fc0 sc0 ls0 ws0">de <span class="_ _6"></span>papel <span class="_ _5"></span>ou <span class="_ _6"></span>outr<span class="_ _7"></span>o <span class="_ _6"></span>mecanismo <span class="_ _5"></span>físico <span class="_ _6"></span>deve <span class="_ _5"></span>ser <span class="_ _5"></span>usado. <span class="_ _6"></span>Todos <span class="_ _5"></span>os <span class="_ _6"></span>registros <span class="_ _5"></span>de <span class="_ _6"></span>auditoria <span class="_ _5"></span>de <span class="_ _6"></span>segurança, </div><div class="t m0 x4 h8 y3e3 ff6 fs0 fc0 sc0 ls0 ws0">eletrônicos ou não, são mantidos e disponibilizados para as auditorias de conformidade. </div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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"/><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y2c ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2d w5 h9"><div class="t m0 x9 h8 y2e ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xa y2d w6 h9"><div class="t m0 xb ha y2f ff7 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y30 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y31 ff8 fs3 fc0 sc0 ls0 ws0">Declaração de Práticas de Certificaçã<span class="_ _7"></span>o da Autoridade Certificadora<span class="_ _7"></span> Raiz da ICP-Brasil <span class="ff9">–</span> <span class="lsb">DO</span>C-ICP-<span class="ls9">01</span> <span class="lsc">v.</span>6<span class="lsa">.0<span class="_ _7"></span></span> <span class="_ _d"></span> <span class="_ _e"> </span> <span class="_ _e"> </span> <span class="_ _e"> </span><span class="ffa ls9">36</span> </div><div class="t m0 x4 h4 y72 ff6 fs0 fc0 sc0 ls0 ws0">5.4.1.2<span class="ff5"> <span class="_ _8"></span><span class="ff6">A <span class="_ _a"></span>AC <span class="_ _5"></span>Raiz <span class="_ _a"></span>garante <span class="_ _a"></span>que <span class="_ _5"></span>todos <span class="_ _a"></span>os <span class="_ _5"></span>eventos <span class="_ _5"></span>relacionados <span class="_ _a"></span>aos <span class="_ _5"></span>processos <span class="_ _a"></span>de <span class="_ _5"></span>gerenciamento <span class="_ _a"></span>de </span></span></div><div class="t m0 x4 h8 y1dc ff6 fs0 fc0 sc0 ls0 ws0">certificados <span class="_ _a"></span>sejam <span class="_ _5"></span>registrados <span class="_ _a"></span>de <span class="_ _a"></span>maneira <span class="_ _a"></span>a <span class="_ _a"></span>permitir <span class="_ _5"></span>a <span class="_ _a"></span>rastreabilidade. <span class="_ _a"></span>Todas <span class="_ _a"></span>as <span class="_ _a"></span>ações <span class="_ _a"></span>executadas </div><div class="t m0 x4 h8 y1dd ff6 fs0 fc0 sc0 ls0 ws0">pelo <span class="_ _a"></span>pessoal <span class="_ _a"></span>da <span class="_ _a"></span>AC <span class="_ _5"></span>Raiz, <span class="_ _a"></span>no <span class="_ _a"></span>desempenho <span class="_ _a"></span>de <span class="_ _a"></span>suas <span class="_ _a"></span>atribuições, <span class="_ _a"></span>são <span class="_ _a"></span>registradas <span class="_ _a"></span>de <span class="_ _a"></span>modo <span class="_ _5"></span>que <span class="_ _a"></span>cada </div><div class="t m0 x4 h8 y1de ff6 fs0 fc0 sc0 ls0 ws0">ação esteja associada à pessoa que a realizou.  </div><div class="t m0 x4 h4 y24f ff6 fs0 fc0 sc0 ls0 ws0">5.4.1.3<span class="ff5"> <span class="_ _8"></span><span class="ff6">A <span class="_ _6"></span>AC <span class="_ _5"></span>Raiz <span class="_ _6"></span>registra <span class="_ _6"></span>em <span class="_ _6"></span>arquivos <span class="_ _6"></span>de <span class="_ _6"></span>auditoria <span class="_ _6"></span>todos <span class="_ _6"></span>os <span class="_ _5"></span>eventos <span class="_ _c"></span>rel<span class="_ _7"></span>acionados <span class="_ _6"></span>à <span class="_ _6"></span>segurança <span class="_ _6"></span>do </span></span></div><div class="t m0 x4 h8 y250 ff6 fs0 fc0 sc0 ls0 ws0">sistema <span class="_ _7"></span>de <span class="_ _c"></span>certificação. <span class="_ _7"></span>Dentre <span class="_ _7"></span>outros, <span class="_ _c"></span>os <span class="_ _7"></span>seguintes <span class="_ _c"></span>eventos <span class="_ _c"></span>devem <span class="_ _c"></span>obrigatoriamente <span class="_ _7"></span>estar <span class="_ _7"></span>incluídos </div><div class="t m0 x4 h8 y251 ff6 fs0 fc0 sc0 ls0 ws0">nos arquivos de auditoria:  </div><div class="t m0 x2e h4 y252 ff6 fs0 fc0 sc0 ls1 ws0">a)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ff6">iniciação e desligamento do sistema de certificação; </span></span></div><div class="t m0 x2e h4 y3e4 ff6 fs0 fc0 sc0 ls0 ws0">b)<span class="ff5"> <span class="_ _2a"> </span></span>tentativas <span class="_ _3"> </span>de <span class="_ _3"> </span>criar, <span class="_ _3"> </span>remover, <span class="_ _3"> </span>definir <span class="_ _3"> </span>senhas <span class="_ _3"> </span>ou <span class="_ _3"> </span>mudar <span class="_ _3"> </span>os <span class="_ _3"> </span>privilégios <span class="_ _3"> </span>de <span class="_ _3"> </span>sistema <span class="_ _3"> </span>dos </div><div class="t m0 x2f h8 y3e5 ff6 fs0 fc0 sc0 ls0 ws0">operadores da AC Raiz; </div><div class="t m0 x2e h4 y3e6 ff6 fs0 fc0 sc0 ls1 ws0">c)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ff6">mudanças na configuração da AC Raiz e/ou nas suas chaves; </span></span></div><div class="t m0 x2e h4 y3e7 ff6 fs0 fc0 sc0 ls0 ws0">d)<span class="ff5"> <span class="_ _2a"> </span></span>mudanças nas políticas de criação de certificados; </div><div class="t m0 x2e h4 y3e8 ff6 fs0 fc0 sc0 ls1 ws0">e)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ff6">tentativas de acesso (<span class="ff8">login</span>) e de saída do sistema (<span class="ff8">logoff</span><span class="ls1a">);</span> </span></span></div><div class="t m0 x2e h4 y3e9 ff6 fs0 fc0 sc0 ls1a ws0">f)<span class="ff5 ls0"> <span class="_ _23"> </span><span class="ff6">tentativas não-autorizadas de acesso aos arquivos de sistema; </span></span></div><div class="t m0 x2e h4 y3ea ff6 fs0 fc0 sc0 ls0 ws0">g)<span class="ff5"> <span class="_ _2a"> </span></span>geração de chaves próprias da AC Raiz; </div><div class="t m0 x2e h4 y2a6 ff6 fs0 fc0 sc0 ls0 ws0">h)<span class="ff5"> <span class="_ _2a"> </span></span>emissão e revogação de certificados; </div><div class="t m0 x2e h4 y3eb ff6 fs0 fc0 sc0 ls1a ws0">i)<span class="ff5 ls0"> <span class="_ _22"> </span><span class="ff6">geração de LCR; </span></span></div><div class="t m0 x2e h4 y3a2 ff6 fs0 fc0 sc0 ls1a ws0">j)<span class="ff5 ls0"> <span class="_ _22"> </span><span class="ff6">tentativas <span class="_ _c"></span>de <span class="_ _7"></span>iniciar, <span class="_ _7"></span>remover, <span class="_ _c"></span>habilitar <span class="_ _c"></span>e <span class="_ _7"></span>desabilitar <span class="_ _c"></span>usuários, <span class="_ _7"></span>e <span class="_ _7"></span>de <span class="_ _c"></span>atualizar <span class="_ _c"></span>e <span class="_ _7"></span>recuperar <span class="_ _c"></span>suas </span></span></div><div class="t m0 x2f h8 y3ec ff6 fs0 fc0 sc0 ls0 ws0">credenciais; e </div><div class="t m0 x2e h4 y3ed ff6 fs0 fc0 sc0 ls0 ws0">k)<span class="ff5"> <span class="_ _2a"> </span></span>operações falhas de escrita e leitura no diretório de certificados e das LCRs. </div><div class="t m0 x4 h4 y3ee ff6 fs0 fc0 sc0 ls0 ws0">5.4.1.4<span class="ff5"> <span class="_ _8"></span><span class="ff6">Todos <span class="_ _a"></span>os <span class="_ _b"></span>registros <span class="_ _a"></span>de <span class="_ _a"></span>auditoria, <span class="_ _a"></span>eletrônicos <span class="_ _a"></span>ou <span class="_ _a"></span>manuais, <span class="_ _a"></span>devem <span class="_ _a"></span>conter <span class="_ _a"></span>a <span class="_ _a"></span>data<span class="_ _7"></span> <span class="_ _a"></span>e <span class="_ _a"></span>a <span class="_ _a"></span>hora <span class="_ _a"></span>do </span></span></div><div class="t m0 x4 h8 y3ef ff6 fs0 fc0 sc0 ls0 ws0">evento e a identificação do usuário que o <span class="_ _7"></span>realizou. A AC Raiz também coleta e consolida,<span class="_ _7"></span> eletrônica </div><div class="t m0 x4 h8 y3f0 ff6 fs0 fc0 sc0 ls0 ws0">ou <span class="_ _5"></span>manualmente, <span class="_ _5"></span>informações <span class="_ _5"></span>de <span class="_ _5"></span>segurança <span class="_ _5"></span>não <span class="_ _5"></span>geradas <span class="_ _5"></span>diretamente <span class="_ _5"></span>pelo <span class="_ _5"></span>sistema <span class="_ _5"></span>de <span class="_ _5"></span>certificação, </div><div class="t m0 x4 h8 y3f1 ff6 fs0 fc0 sc0 ls0 ws0">tais como:  </div><div class="t m0 x2e h4 y3f2 ff6 fs0 fc0 sc0 ls1 ws0">a)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ff6">registros de acessos físicos; </span></span></div><div class="t m0 x2e h4 y3f3 ff6 fs0 fc0 sc0 ls0 ws0">b)<span class="ff5"> <span class="_ _2a"> </span></span>manutenção e mudanças na configuração dos sistemas; </div><div class="t m0 x2e h4 y3f4 ff6 fs0 fc0 sc0 ls1 ws0">c)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ff6">mudanças de pessoal; </span></span></div><div class="t m0 x2e h4 y3f5 ff6 fs0 fc0 sc0 ls0 ws0">d)<span class="ff5"> <span class="_ _2a"> </span></span>relatórios de discrepância e comprometimento; e </div><div class="t m0 x2e h4 y3f6 ff6 fs0 fc0 sc0 ls1 ws0">e)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ff6">registros <span class="_ _21"> </span>de <span class="_ _21"> </span>inutilização <span class="_ _21"> </span>de <span class="_ _21"> </span>mídia <span class="_ _21"> </span>contendo <span class="_ _21"> </span>chaves  c<span class="_ _0"></span>riptográficas, <span class="_ _21"> </span>dados <span class="_ _21"> </span>de <span class="_ _21"> </span>ativação  de </span></span></div><div class="t m0 x2f h8 yf1 ff6 fs0 fc0 sc0 ls0 ws0">certificados ou informação pessoal de usuários. </div><div class="t m0 x4 h4 y3f7 ff6 fs0 fc0 sc0 ls0 ws0">5.4.1.5<span class="ff5"> <span class="_ _8"></span><span class="ff6">A <span class="_ _21"> </span>fim <span class="_ _2"> </span>de <span class="_ _21"> </span>facilitar <span class="_ _2"></span>o <span class="_ _2"> </span>processo <span class="_ _21"> </span>de <span class="_ _2"> </span>auditoria, <span class="_ _2"> </span>todos <span class="_ _21"> </span>os <span class="_ _2"> </span>registros <span class="_ _2"> </span>relaci<span class="_ _7"></span>onados <span class="_ _2"> </span>à <span class="_ _21"> </span>operação <span class="_ _2"></span>e </span></span></div><div class="t m0 x4 h8 y3f8 ff6 fs0 fc0 sc0 ls0 ws0">demais <span class="_ _5"></span>serviços <span class="_ _5"></span>da <span class="_ _5"></span>AC <span class="_ _5"></span>Raiz <span class="_ _a"></span>são <span class="_ _5"></span>coletados <span class="_ _5"></span>e <span class="_ _5"></span>consolidados, <span class="_ _5"></span>eletrônica <span class="_ _5"></span>ou <span class="_ _5"></span>manualmente, <span class="_ _5"></span>num <span class="_ _5"></span>local </div><div class="t m0 x4 h8 y3f9 ff6 fs0 fc0 sc0 ls0 ws0">único, conforme a Politica de Segurança da ICP-Brasil. </div><div class="t m0 x4 h4 y3fa ff6 fs0 fc0 sc0 ls0 ws0">5.4.2<span class="ff5"> <span class="_ _2d"> </span></span>Frequência de auditoria de registros  </div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
<div id="pf27" class="pf w0 h0" data-page-no="27"><div class="pc pc27 w0 h0"><img class="bi x7 y2b w4 h7" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y2c ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2d w5 h9"><div class="t m0 x9 h8 y2e ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xa y2d w6 h9"><div class="t m0 xb ha y2f ff7 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y30 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y31 ff8 fs3 fc0 sc0 ls0 ws0">Declaração de Práticas de Certificaçã<span class="_ _7"></span>o da Autoridade Certificadora<span class="_ _7"></span> Raiz da ICP-Brasil <span class="ff9">–</span> <span class="lsb">DO</span>C-ICP-<span class="ls9">01</span> <span class="lsc">v.</span>6<span class="lsa">.0<span class="_ _7"></span></span> <span class="_ _d"></span> <span class="_ _e"> </span> <span class="_ _e"> </span> <span class="_ _e"> </span><span class="ffa ls9">37</span> </div><div class="t m0 x4 h4 y72 ff6 fs0 fc0 sc0 ls0 ws0">5.4.2.1<span class="ff5"> <span class="_ _8"></span><span class="ff6">A  AC  Raiz  garan<span class="_ _0"></span>te  que  seus <span class="_ _21"> </span>registros  de <span class="_ _21"> </span>auditoria  são  a<span class="_ _0"></span>nalisados,  dependendo <span class="_ _21"> </span>da  sua </span></span></div><div class="t m0 x4 h8 y1dc ff6 fs0 fc0 sc0 ls1 ws0">cr<span class="ls0">iticidade, <span class="_ _21"> </span>semanalmente,  mensalmente <span class="_ _21"> </span>ou <span class="_ _21"> </span>sempre  que <span class="_ _21"> </span>houver <span class="_ _21"> </span>a  utilização <span class="_ _21"> </span>de  s<span class="_ _0"></span>eu  sistema <span class="_ _21"> </span>de </span></div><div class="t m0 x4 h8 y1dd ff6 fs0 fc0 sc0 ls0 ws0">certificação (<span class="ff8">offline</span>), ou ainda, em caso de suspeita de comprometimento da segurança.  </div><div class="t m0 x4 h4 y24e ff6 fs0 fc0 sc0 ls0 ws0">5.4.2.2<span class="ff5"> <span class="_ _8"></span><span class="ff6">Todos <span class="_ _5"></span>os <span class="_ _c"></span>eventos <span class="_ _5"></span>significativos <span class="_ _6"></span>são <span class="_ _6"></span>descritos <span class="_ _6"></span>em <span class="_ _6"></span>relatório <span class="_ _5"></span>de <span class="_ _c"></span>auditoria. <span class="_ _5"></span>Tal <span class="_ _c"></span>an<span class="_ _7"></span>álise <span class="_ _5"></span>envolve </span></span></div><div class="t m0 x4 h8 y24f ff6 fs0 fc0 sc0 ls0 ws0">uma <span class="_ _21"> </span>inspeção <span class="_ _21"> </span>breve <span class="_ _2"> </span>de  todos <span class="_ _2"> </span>os <span class="_ _21"> </span>registros <span class="_ _21"> </span>verificando <span class="_ _21"> </span>se <span class="_ _2"> </span>não  foram<span class="_ _0"></span> <span class="_ _21"> </span>alterados, <span class="_ _21"> </span>seguida <span class="_ _21"> </span>d<span class="_ _0"></span>e <span class="_ _21"> </span>uma </div><div class="t m0 x4 h8 y250 ff6 fs0 fc0 sc0 ls0 ws0">investigação <span class="_ _2"> </span>mais <span class="_ _2"> </span>detalhada <span class="_ _2"> </span>de <span class="_ _2"> </span>quais<span class="_ _7"></span>quer <span class="_ _2"> </span>alertas <span class="_ _2"> </span>ou <span class="_ _2"> </span>irregularidades <span class="_ _2"> </span>observadas. <span class="_ _21"> </span>T<span class="_ _0"></span>odas <span class="_ _2"> </span>as <span class="_ _2"> </span>ações<span class="_ _7"></span> </div><div class="t m0 x4 h8 y251 ff6 fs0 fc0 sc0 ls0 ws0">tomadas em decorrência dessa análise são documentadas. </div><div class="t m0 x4 h4 y3fb ff6 fs0 fc0 sc0 ls0 ws0">5.4.3<span class="ff5"> <span class="_ _2d"> </span></span>Período de retenção para registros de auditoria  </div><div class="t m0 x4 h8 y200 ff6 fs0 fc0 sc0 ls0 ws0">A <span class="_ _21"> </span>AC <span class="_ _21"> </span>Raiz <span class="_ _21"> </span>mantém <span class="_ _21"> </span>em <span class="_ _21"> </span>suas <span class="_ _21"> </span>próprias <span class="_ _21"> </span>instalações, <span class="_ _21"> </span>principal <span class="_ _21"> </span>e <span class="_ _21"> </span>de  <span class="ff8">backup</span>, <span class="_ _21"> </span>os <span class="_ _21"> </span>seus <span class="_ _21"> </span>registros <span class="_ _21"> </span>de </div><div class="t m0 x4 h8 y3fc ff6 fs0 fc0 sc0 ls0 ws0">auditoria <span class="_ _5"></span>por <span class="_ _6"></span>pelo <span class="_ _5"></span>menos <span class="_ _5"></span>7 <span class="_ _5"></span>(sete) <span class="_ _6"></span>anos, <span class="_ _5"></span>ou <span class="_ _5"></span>mais <span class="_ _5"></span>se <span class="_ _6"></span>exigido <span class="_ _5"></span>em <span class="_ _5"></span>lei. <span class="_ _5"></span>A <span class="_ _6"></span>AC <span class="_ _5"></span>Raiz <span class="_ _5"></span>disponibiliza <span class="_ _5"></span>esses </div><div class="t m0 x4 h8 y3fd ff6 fs0 fc0 sc0 ls0 ws0">registros de auditoria para o auditor qualificado mediante solicitação. </div><div class="t m0 x4 h4 y3fe ff6 fs0 fc0 sc0 ls0 ws0">5.4.4<span class="ff5"> <span class="_ _2d"> </span></span>Proteção de registros de auditoria  </div><div class="t m0 x4 h4 y204 ff6 fs0 fc0 sc0 ls0 ws0">5.4.4.1<span class="ff5"> <span class="_ _8"></span><span class="ff6">O <span class="_ _5"></span>sistema <span class="_ _5"></span>de <span class="_ _6"></span>registro <span class="_ _5"></span>de <span class="_ _5"></span>eventos <span class="_ _6"></span>de <span class="_ _5"></span>auditoria <span class="_ _5"></span>inclui <span class="_ _6"></span>mecanismos <span class="_ _5"></span>para <span class="_ _5"></span>proteger <span class="_ _6"></span>os <span class="_ _5"></span>arquivos </span></span></div><div class="t m0 x4 h8 y205 ff6 fs0 fc0 sc0 ls0 ws0">de <span class="_ _30"> </span>audit<span class="_ _7"></span>oria <span class="_ _30"> </span>contra <span class="_ _1d"> </span>leitura <span class="_ _1d"> </span>não <span class="_ _1d"> </span>autorizada, <span class="_ _1d"> </span>modificação <span class="_ _30"> </span>e <span class="_ _1d"> </span>remoção. <span class="_ _1d"> </span>Informaçõe<span class="_ _7"></span>s <span class="_ _30"> </span>manua<span class="_ _7"></span>is <span class="_ _30"> </span>de </div><div class="t m0 x4 h8 y206 ff6 fs0 fc0 sc0 ls0 ws0">auditoria também são protegidas contra a leitura não autorizada, modificação e remoção.  </div><div class="t m0 x4 h4 y227 ff6 fs0 fc0 sc0 ls0 ws0">5.4.4.2<span class="ff5"> <span class="_ _8"></span><span class="ff6">Os <span class="_ _2"> </span>eventos <span class="_ _2"></span>são <span class="_ _b"></span>reg<span class="_ _7"></span>istrados <span class="_ _b"></span>de <span class="_ _2"> </span>maneira <span class="_ _2"></span>que <span class="_ _b"></span>são <span class="_ _2"></span>protegidos <span class="_ _b"></span>contra <span class="_ _2"> </span>exclusão <span class="_ _2"></span>ou <span class="_ _b"></span>destruição </span></span></div><div class="t m0 x4 h8 y228 ff6 fs0 fc0 sc0 ls0 ws0">(exceto para transferência para mídia de longo prazo). </div><div class="t m0 x4 h4 y3ff ff6 fs0 fc0 sc0 ls0 ws0">5.4.4.3<span class="ff5"> <span class="_ _8"></span><span class="ff6">Os <span class="_ _a"></span>registros <span class="_ _a"></span>de <span class="_ _5"></span>eventos <span class="_ _a"></span>são <span class="_ _5"></span>protegidos <span class="_ _a"></span>para <span class="_ _5"></span>evitar <span class="_ _a"></span>alterações <span class="_ _5"></span>e <span class="_ _a"></span>detectar <span class="_ _5"></span>adulteração <span class="_ _a"></span>e <span class="_ _5"></span>para </span></span></div><div class="t m0 x4 h8 y400 ff6 fs0 fc0 sc0 ls0 ws0">garantir <span class="_ _6"></span>que <span class="_ _6"></span>apenas <span class="_ _5"></span>indivíduos <span class="_ _6"></span>com <span class="_ _6"></span>acesso <span class="_ _5"></span>autorizado <span class="_ _6"></span>possam <span class="_ _6"></span>realizar <span class="_ _5"></span>operações, <span class="_ _6"></span>sem <span class="_ _6"></span>modificar <span class="_ _6"></span>a<span class="_ _7"></span> </div><div class="t m0 x4 h8 y401 ff6 fs0 fc0 sc0 ls0 ws0">integridade, autenticidade e confidencialidade dos dados, se necessária. </div><div class="t m0 x4 h4 y402 ff6 fs0 fc0 sc0 ls0 ws0">5.4.5<span class="ff5"> <span class="_ _2d"> </span></span>Procedimentos para cópia de segurança (<span class="ff8">Backup</span>) de registros de auditoria </div><div class="t m0 x4 h4 y403 ff6 fs0 fc0 sc0 ls0 ws0">5.4.5.1<span class="ff5"> <span class="_ _8"></span><span class="ff6">Os <span class="_ _7"></span>registros de <span class="_ _7"></span>eventos <span class="_ _7"></span>e sumários <span class="_ _7"></span>de auditoria <span class="_ _7"></span>do sistema <span class="_ _7"></span>de gerenciamento <span class="_ _7"></span>de certificados, </span></span></div><div class="t m0 x4 h8 y404 ff6 fs0 fc0 sc0 ls0 ws0">plataformas <span class="_ _30"> </span>criptográficas <span class="_ _1d"> </span>e <span class="_ _1d"> </span>demais <span class="_ _1d"> </span>componentes <span class="_ _30"> </span>da <span class="_ _1d"> </span>infraestrutura, <span class="_ _30"> </span>uti<span class="_ _7"></span>lizados <span class="_ _30"> </span>pela <span class="_ _1d"> </span>AC <span class="_ _1d"> </span>Raiz, </div><div class="t m0 x4 h8 y405 ff6 fs0 fc0 sc0 ls0 ws0">possuem <span class="_ _c"></span>cópias <span class="_ _c"></span>de <span class="_ _c"></span>segurança <span class="_ _c"></span>semanais, <span class="_ _c"></span>mensais <span class="_ _c"></span>e <span class="_ _c"></span>anuais, <span class="_ _c"></span>ou <span class="_ _c"></span>sempre <span class="_ _c"></span>que <span class="_ _c"></span>houver <span class="_ _c"></span>alguma <span class="_ _6"></span>utilização </div><div class="t m0 x4 h8 y406 ff6 fs0 fc0 sc0 ls0 ws0">desses equipamentos quando em ambiente <span class="ff8">offline</span>. </div><div class="t m0 x4 h4 y407 ff6 fs0 fc0 sc0 ls0 ws0">5.4.5.2<span class="ff5"> <span class="_ _8"></span><span class="ff6">Os  registros <span class="_ _21"> </span>de  auditoria <span class="_ _21"> </span>são <span class="_ _21"> </span>armazenados <span class="_ _21"> </span>em <span class="_ _21"> </span>um  local <span class="_ _21"> </span>seguro <span class="_ _21"> </span>(sala-cofre  ou <span class="_ _21"> </span>cofre  d<span class="_ _0"></span>e </span></span></div><div class="t m0 x4 h8 y408 ff6 fs0 fc0 sc0 ls0 ws0">segurança) à prova de incêndio, s<span class="_ _7"></span>ob o controle de pessoas autorizadas em funç<span class="_ _7"></span>ão de confiança, e em </div><div class="t m0 x4 h8 y409 ff6 fs0 fc0 sc0 ls0 ws0">local  diferente  dos <span class="_ _4"> </span>componentes <span class="_ _4"> </span>que <span class="_ _4"> </span>os <span class="_ _24"> </span>originaram.  As  cópias  de <span class="_ _4"> </span>segurança <span class="_ _4"> </span>dos <span class="_ _24"> </span>registros  de </div><div class="t m0 x4 h8 y40a ff6 fs0 fc0 sc0 ls0 ws0">auditoria são protegidas no mesmo grau dos originais. </div><div class="t m0 x4 h4 y40b ff6 fs0 fc0 sc0 ls0 ws0">5.4.6<span class="ff5"> <span class="_ _2d"> </span></span>Sistema de coleta de dados de auditoria (interno ou externo) </div><div class="t m0 x4 h4 y40c ff6 fs0 fc0 sc0 ls0 ws0">5.4.6.1<span class="ff5"> <span class="_ _8"></span><span class="ff6">O sist<span class="_ _7"></span>ema de coleta de dados de auditoria interno à <span class="_ _7"></span>AC Raiz é uma combinação de processos </span></span></div><div class="t m0 x4 h8 y3c8 ff6 fs0 fc0 sc0 ls0 ws0">automatizados e manuais, executada por seu pessoal operacional ou por seus sistemas. </div><div class="t m0 x4 h4 y40d ff6 fs0 fc0 sc0 ls0 ws0">5.4.6.2<span class="ff5"> <span class="_ _8"></span><span class="ff6">Os <span class="_ _c"></span>processos <span class="_ _c"></span>de <span class="_ _c"></span>auditoria <span class="_ _c"></span>começam <span class="_ _7"></span>na <span class="_ _c"></span>inicialização <span class="_ _c"></span>dos <span class="_ _c"></span>sistemas <span class="_ _c"></span>e <span class="_ _c"></span>terminam <span class="_ _c"></span>apenas <span class="_ _7"></span>no <span class="_ _c"></span>seu<span class="_ _7"></span> </span></span></div><div class="t m0 x4 h8 y40e ff6 fs0 fc0 sc0 ls0 ws0">desligamento. <span class="_ _c"></span>O <span class="_ _6"></span>sistema <span class="_ _6"></span>de <span class="_ _c"></span>coleta <span class="_ _6"></span>de <span class="_ _6"></span>auditoria <span class="_ _c"></span>gar<span class="_ _7"></span>ante <span class="_ _c"></span>a <span class="_ _6"></span>integridade <span class="_ _6"></span>e <span class="_ _6"></span>a <span class="_ _c"></span>disponibilidade <span class="_ _6"></span>dos <span class="_ _6"></span>dados </div><div class="t m0 x4 h8 y40f ff6 fs0 fc0 sc0 ls0 ws0">coletados, e, se necessário, protege a sua confidencialidade.  </div><div class="t m0 x4 h4 y410 ff6 fs0 fc0 sc0 ls0 ws0">5.4.7<span class="ff5"> <span class="_ _2d"> </span></span>Notificação de agentes causadores de eventos  </div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
<div id="pf28" class="pf w0 h0" data-page-no="28"><div class="pc pc28 w0 h0"><img class="bi x7 y2b w4 h7" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y2c ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2d w5 h9"><div class="t m0 x9 h8 y2e ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xa y2d w6 h9"><div class="t m0 xb ha y2f ff7 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y30 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y31 ff8 fs3 fc0 sc0 ls0 ws0">Declaração de Práticas de Certificaçã<span class="_ _7"></span>o da Autoridade Certificadora<span class="_ _7"></span> Raiz da ICP-Brasil <span class="ff9">–</span> <span class="lsb">DO</span>C-ICP-<span class="ls9">01</span> <span class="lsc">v.</span>6<span class="lsa">.0<span class="_ _7"></span></span> <span class="_ _d"></span> <span class="_ _e"> </span> <span class="_ _e"> </span> <span class="_ _e"> </span><span class="ffa ls9">38</span> </div><div class="t m0 x4 h8 y72 ff6 fs0 fc0 sc0 ls0 ws0">Quando <span class="_ _2"> </span>um <span class="_ _21"> </span>evento <span class="_ _2"></span>é <span class="_ _2"> </span>registrado <span class="_ _21"> </span>pelo <span class="_ _2"></span>conjunto <span class="_ _2"> </span>de <span class="_ _2"> </span>sistemas <span class="_ _21"> </span>de <span class="_ _2"></span>auditoria, <span class="_ _2"> </span>nenhuma <span class="_ _21"> </span>notificação <span class="_ _2"></span>é </div><div class="t m0 x4 h8 y1dc ff6 fs0 fc0 sc0 ls0 ws0">enviada <span class="_ _6"></span>à <span class="_ _6"></span>pessoa, <span class="_ _6"></span>organização, <span class="_ _6"></span>dispositivo <span class="_ _6"></span>ou <span class="_ _6"></span>aplicação <span class="_ _6"></span>que <span class="_ _6"></span>o <span class="_ _6"></span>causou, <span class="_ _6"></span>no <span class="_ _6"></span>entanto, <span class="_ _6"></span>eventos <span class="_ _6"></span>que <span class="_ _6"></span>são </div><div class="t m0 x4 h8 y1dd ff6 fs0 fc0 sc0 ls0 ws0">considerados <span class="_ _1d"> </span>possíveis <span class="_ _1d"> </span>problemas <span class="_ _3"> </span>de <span class="_ _1d"> </span>violação <span class="_ _1d"> </span>de <span class="_ _3"> </span>segurança <span class="_ _1d"> </span>envolvendo <span class="_ _1d"> </span>o <span class="_ _3"> </span>ciclo <span class="_ _1d"> </span>de <span class="_ _1d"> </span>vida <span class="_ _3"> </span>de </div><div class="t m0 x4 h8 y1de ff6 fs0 fc0 sc0 ls1 ws0">ce<span class="ls0">rtificados <span class="_ _b"></span>ou <span class="_ _2"> </span>a <span class="_ _2"></span>infraestrutura, <span class="_ _b"></span>estes <span class="_ _2"></span>serão <span class="_ _b"></span>escalados <span class="_ _2"> </span>para <span class="_ _2"></span>a <span class="_ _b"></span>equipe <span class="_ _2"> </span>de <span class="_ _b"></span>segurança, <span class="_ _2"> </span>a <span class="_ _b"></span>fi<span class="_ _7"></span>m <span class="_ _b"></span>de <span class="_ _2"> </span>que </span></div><div class="t m0 x4 h8 y321 ff6 fs0 fc0 sc0 ls0 ws0">sejam adotadas as medidas cabíveis para correção ou mitigação. </div><div class="t m0 x4 h4 y39c ff6 fs0 fc0 sc0 ls0 ws0">5.4.8<span class="ff5"> <span class="_ _2d"> </span></span>Avaliações de vulnerabilidade  </div><div class="t m0 x4 h4 y1e1 ff6 fs0 fc0 sc0 ls0 ws0">5.4.8.1<span class="ff5"> <span class="_ _8"></span><span class="ff6">Os <span class="_ _c"></span>eventos <span class="_ _c"></span>que <span class="_ _c"></span>rep<span class="_ _7"></span>resentem <span class="_ _7"></span>possível <span class="_ _6"></span>vulnerabilidade, <span class="_ _c"></span>detectados <span class="_ _c"></span>na <span class="_ _c"></span>análise <span class="_ _c"></span>dos <span class="_ _c"></span>registros <span class="_ _c"></span>de </span></span></div><div class="t m0 x4 h8 y411 ff6 fs0 fc0 sc0 ls0 ws0">auditoria,  são <span class="_ _4"> </span>analisados <span class="_ _4"> </span>detalhadamente <span class="_ _24"> </span>e,  dependendo  de <span class="_ _4"> </span>sua <span class="_ _24"> </span>gravidade,  são  registrados <span class="_ _4"> </span>em </div><div class="t m0 x4 h8 y412 ff6 fs0 fc0 sc0 ls0 ws0">separado. <span class="_ _1d"> </span>Como <span class="_ _1d"> </span>decorrência, <span class="_ _3"> </span>ações <span class="_ _30"> </span>corretiva<span class="_ _7"></span>s <span class="_ _1d"> </span>são <span class="_ _1d"> </span>implementadas <span class="_ _1d"> </span>e <span class="_ _3"> </span>registradas <span class="_ _1d"> </span>para <span class="_ _1d"> </span>fins <span class="_ _1d"> </span>de </div><div class="t m0 x4 h8 y413 ff6 fs0 fc0 sc0 ls0 ws0">auditoria. </div><div class="t m0 x4 h4 y3fd ff6 fs0 fc0 sc0 ls0 ws0">5.4.8.2<span class="ff5"> <span class="_ _8"></span><span class="ff6">A <span class="_ _21"> </span>AC <span class="_ _b"></span>Ra<span class="_ _7"></span>iz <span class="_ _2"> </span>também <span class="_ _21"> </span>re<span class="_ _0"></span>aliza <span class="_ _2"> </span>avaliação <span class="_ _2"> </span>reg<span class="_ _7"></span>ular <span class="_ _2"> </span>de <span class="_ _2"> </span>vulnerabilidades <span class="_ _21"> </span>cob<span class="_ _0"></span>rindo <span class="_ _2"> </span>os <span class="_ _21"> </span>principais </span></span></div><div class="t m0 x4 h8 y414 ff6 fs0 fc0 sc0 ls0 ws0">ativos relacionados à emissão, divulgação e gerenciamento de certificados. </div><div class="t m0 x4 h22 y415 ff7 fs0 fc0 sc0 ls0 ws0">5.5<span class="ff11"> <span class="_ _25"> </span></span>Arquivamento de Registros </div><div class="t m0 x4 h4 y416 ff6 fs0 fc0 sc0 ls0 ws0">5.5.1<span class="ff5"> <span class="_ _2d"> </span></span>Tipos de registros arquivados  </div><div class="t m0 x4 h4 y417 ff6 fs0 fc0 sc0 ls0 ws0">5.5.1.1<span class="ff5"> <span class="_ _8"></span><span class="ff6">A <span class="_ _a"></span>AC <span class="_ _a"></span>Raiz <span class="_ _a"></span>armazena <span class="_ _a"></span>registros <span class="_ _a"></span>com <span class="_ _a"></span>os <span class="_ _a"></span>detalhes <span class="_ _a"></span>suficientes <span class="_ _a"></span>para <span class="_ _a"></span>estabelecer <span class="_ _a"></span>a <span class="_ _a"></span>validade <span class="_ _a"></span>de </span></span></div><div class="t m0 x4 h8 y418 ff6 fs0 fc0 sc0 ls0 ws0">uma assinatura e da operação adequada do sistema da AC. </div><div class="t m0 x4 h4 y419 ff6 fs0 fc0 sc0 ls0 ws0">5.5.1.2<span class="ff5"> <span class="_ _8"></span><span class="ff6">São  armazenadas  informações  de  auditoria  detalhadas <span class="_ _21"> </span>no  item  5.4.1  e  os <span class="_ _21"> </span>processos  de </span></span></div><div class="t m0 x4 h8 y3eb ff6 fs0 fc0 sc0 ls0 ws0">credenciamento de AC de nível imediatamente subsequente ao da AC Raiz.  </div><div class="t m0 x4 h4 y41a ff6 fs0 fc0 sc0 ls0 ws0">5.5.2<span class="ff5"> <span class="_ _2d"> </span></span>Período de retenção para arquivo  </div><div class="t m0 x4 h8 y41b ff6 fs0 fc0 sc0 ls0 ws0">A  documentação <span class="_ _24"> </span>relativa  aos <span class="_ _24"> </span>eventos  relacionados  no <span class="_ _24"> </span>item  anterior <span class="_ _4"> </span>são <span class="_ _24"> </span>retidos  pelo <span class="_ _24"> </span>seguinte </div><div class="t m0 x4 h8 y41c ff6 fs0 fc0 sc0 ls0 ws0">período: </div><div class="t m0 x2e h4 y41d ff6 fs0 fc0 sc0 ls1 ws0">a)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ff6">certificados <span class="_ _a"></span>de <span class="_ _a"></span>assinatura <span class="_ _a"></span>digital <span class="_ _a"></span>e <span class="_ _5"></span>respectivas <span class="_ _a"></span>LCR <span class="_ _a"></span>deverão <span class="_ _a"></span>ser <span class="_ _a"></span>retidos <span class="_ _a"></span>permanentemente, </span></span></div><div class="t m0 x2f h8 y41e ff6 fs0 fc0 sc0 ls0 ws0">para fins de consulta histórica; </div><div class="t m0 x2e h4 y244 ff6 fs0 fc0 sc0 ls0 ws0">b)<span class="ff5"> <span class="_ _2a"> </span></span>as <span class="_ _c"></span>cópias <span class="_ _c"></span>dos <span class="_ _c"></span>processos <span class="_ _c"></span>de <span class="_ _c"></span>credenciamento <span class="_ _c"></span>de <span class="_ _c"></span>AC <span class="_ _7"></span>por, <span class="_ _6"></span>no <span class="_ _7"></span>mínimo, <span class="_ _c"></span>30 <span class="_ _c"></span>(trinta) <span class="_ _c"></span>anos <span class="_ _c"></span>a <span class="_ _c"></span>contar </div><div class="t m0 x2f h8 y41f ff6 fs0 fc0 sc0 ls0 ws0">da data de expiração ou revogação do certificado; e </div><div class="t m0 x2e h4 y246 ff6 fs0 fc0 sc0 ls1 ws0">c)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ff6">as <span class="_ _c"></span>demais <span class="_ _c"></span>informações, <span class="_ _c"></span>inclusive <span class="_ _c"></span>arquivos <span class="_ _c"></span>de <span class="_ _c"></span>auditoria, <span class="_ _c"></span>deverão <span class="_ _c"></span>ser <span class="_ _c"></span>retidas <span class="_ _c"></span>por, <span class="_ _c"></span>no <span class="_ _c"></span>mí<span class="_ _7"></span>nimo, </span></span></div><div class="t m0 x2f h8 y420 ff6 fs0 fc0 sc0 ls0 ws0">7 (sete) anos. </div><div class="t m0 x4 h4 y421 ff6 fs0 fc0 sc0 ls0 ws0">5.5.3<span class="ff5"> <span class="_ _2d"> </span></span>Proteção de arquivo  </div><div class="t m0 x4 h4 y422 ff6 fs0 fc0 sc0 ls0 ws0">5.5.3.1<span class="ff5"> <span class="_ _8"></span><span class="ff6">Todos <span class="_ _5"></span>os <span class="_ _c"></span>arquivos <span class="_ _5"></span>são <span class="_ _c"></span>protegidos <span class="_ _6"></span>e <span class="_ _6"></span>armazena<span class="_ _7"></span>dos <span class="_ _6"></span>fisicamente <span class="_ _6"></span>com <span class="_ _6"></span>os <span class="_ _6"></span>mesmos <span class="_ _6"></span>requisitos <span class="_ _6"></span>de </span></span></div><div class="t m0 x4 h8 y423 ff6 fs0 fc0 sc0 ls0 ws0">segurança <span class="_ _6"></span>que <span class="_ _5"></span>os <span class="_ _6"></span>de <span class="_ _5"></span>sua <span class="_ _6"></span>instalação. <span class="_ _5"></span>As <span class="_ _6"></span>cópias <span class="_ _5"></span>de <span class="_ _6"></span>segurança <span class="_ _5"></span>das <span class="_ _6"></span>informações <span class="_ _5"></span>são <span class="_ _6"></span>mantidas <span class="_ _5"></span>em <span class="_ _6"></span>um </div><div class="t m0 x4 h8 y424 ff6 fs0 fc0 sc0 ls0 ws0">local distinto e separado dos que os originaram, com requisitos de segurança e disponibilidade. </div><div class="t m0 x4 h4 y425 ff6 fs0 fc0 sc0 ls0 ws0">5.5.3.2<span class="ff5"> <span class="_ _8"></span><span class="ff6">Os <span class="_ _b"></span>arquivos <span class="_ _a"></span>são <span class="_ _b"></span>criados <span class="_ _a"></span>de <span class="_ _b"></span>tal <span class="_ _a"></span>forma <span class="_ _b"></span>que <span class="_ _a"></span>não <span class="_ _b"></span>podem <span class="_ _a"></span>ser <span class="_ _b"></span>excluídos <span class="_ _a"></span>ou <span class="_ _a"></span>destruídos <span class="_ _b"></span>(exceto </span></span></div><div class="t m0 x4 h8 y426 ff6 fs0 fc0 sc0 ls0 ws0">após <span class="_ _7"></span>transferência <span class="_ _c"></span>para <span class="_ _7"></span>mídia <span class="_ _c"></span>de <span class="_ _7"></span>longo <span class="_ _c"></span>prazo) <span class="_ _c"></span>pelo <span class="_ _7"></span>período <span class="_ _c"></span>de <span class="_ _7"></span>tempo <span class="_ _c"></span>em <span class="_ _c"></span>que <span class="_ _7"></span>devem <span class="_ _c"></span>ser <span class="_ _7"></span>retidos. <span class="_ _c"></span>As </div><div class="t m0 x4 h8 y427 ff6 fs0 fc0 sc0 ls0 ws0">proteções <span class="_ _3"> </span>de <span class="_ _3"> </span>arquivamento <span class="_ _3"> </span>garantem <span class="_ _3"> </span>que <span class="_ _3"> </span>apenas <span class="_ _3"> </span>o <span class="_ _3"> </span>acesso <span class="_ _3"> </span>confiável <span class="_ _3"> </span>autoriza<span class="_ _7"></span>do <span class="_ _1d"> </span>possa<span class="_ _7"></span> <span class="_ _3"> </span>fazer </div><div class="t m0 x4 h8 y428 ff6 fs0 fc0 sc0 ls0 ws0">operações, sem <span class="_ _7"></span>modificar <span class="_ _7"></span>a <span class="_ _7"></span>integridade, <span class="_ _7"></span>a autenticidade <span class="_ _7"></span>e <span class="_ _7"></span>a <span class="_ _7"></span>confidencialidade dos <span class="_ _7"></span>dados. <span class="_ _7"></span>Se a <span class="_ _7"></span>mídia </div><div class="t m0 x4 h8 y429 ff6 fs0 fc0 sc0 ls0 ws0">original <span class="_ _c"></span>não <span class="_ _6"></span>puder <span class="_ _6"></span>reter <span class="_ _6"></span>os <span class="_ _c"></span>dados <span class="_ _6"></span>pelo <span class="_ _6"></span>período <span class="_ _6"></span>necessário, <span class="_ _6"></span>deverá <span class="_ _c"></span>ser <span class="_ _6"></span>definido <span class="_ _6"></span>um <span class="_ _6"></span>mecanismo <span class="_ _c"></span>para </div><div class="t m0 x4 h8 y42a ff6 fs0 fc0 sc0 ls0 ws0">transferência periódica dos dados arquivados para novas mídias. </div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
<div id="pf29" class="pf w0 h0" data-page-no="29"><div class="pc pc29 w0 h0"><img class="bi x7 y2b w4 h7" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y2c ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2d w5 h9"><div class="t m0 x9 h8 y2e ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xa y2d w6 h9"><div class="t m0 xb ha y2f ff7 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y30 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y31 ff8 fs3 fc0 sc0 ls0 ws0">Declaração de Práticas de Certificaçã<span class="_ _7"></span>o da Autoridade Certificadora<span class="_ _7"></span> Raiz da ICP-Brasil <span class="ff9">–</span> <span class="lsb">DO</span>C-ICP-<span class="ls9">01</span> <span class="lsc">v.</span>6<span class="lsa">.0<span class="_ _7"></span></span> <span class="_ _d"></span> <span class="_ _e"> </span> <span class="_ _e"> </span> <span class="_ _e"> </span><span class="ffa ls9">39</span> </div><div class="t m0 x4 h4 y72 ff6 fs0 fc0 sc0 ls0 ws0">5.5.4<span class="ff5"> <span class="_ _2d"> </span></span>5.5.4 Procedimentos de cópia de arquivo  </div><div class="t m0 x4 h4 y171 ff6 fs0 fc0 sc0 ls0 ws0">5.5.4.1<span class="ff5"> <span class="_ _8"></span><span class="ff6">Uma <span class="_ _7"></span>segunda <span class="_ _7"></span>cópia <span class="_ _7"></span>de todo <span class="_ _7"></span>o mat<span class="_ _7"></span>erial descrito <span class="_ _7"></span>no item <span class="_ _7"></span>5.4.1 <span class="_ _7"></span>é armazenada <span class="_ _7"></span>em <span class="_ _7"></span>local externo </span></span></div><div class="t m0 x4 h8 y172 ff6 fs0 fc0 sc0 ls0 ws0">à <span class="_ _7"></span>AC <span class="_ _7"></span>Raiz, <span class="_ _7"></span>recebendo <span class="_ _c"></span>o <span class="_ _7"></span>mesmo <span class="_ _7"></span>tipo <span class="_ _7"></span>de <span class="_ _7"></span>proteção <span class="_ _7"></span>utilizada <span class="_ _c"></span>por <span class="_ _7"></span>ela. <span class="_ _7"></span>Ess<span class="_ _7"></span>as <span class="_ _7"></span>cópias <span class="_ _7"></span>seguem <span class="_ _7"></span>os <span class="_ _c"></span>períodos </div><div class="t m0 x4 h8 y365 ff6 fs0 fc0 sc0 ls0 ws0">de retenção <span class="_ _7"></span>definidos para <span class="_ _7"></span>os <span class="_ _7"></span>registros dos <span class="_ _7"></span>quais <span class="_ _7"></span>são cópia<span class="_ _7"></span>s de <span class="_ _7"></span>segurança. A <span class="_ _7"></span>AC <span class="_ _7"></span>Raiz deve <span class="_ _7"></span>verificar </div><div class="t m0 x4 h8 y366 ff6 fs0 fc0 sc0 ls0 ws0">a integridade das cópias de segurança, pelo menos, a cada 6 (seis) meses. </div><div class="t m0 x4 h4 y3ce ff6 fs0 fc0 sc0 ls0 ws0">5.5.4.2<span class="ff5"> <span class="_ _8"></span><span class="ff6">São <span class="_ _5"></span>realizadas <span class="_ _6"></span>cópias <span class="_ _6"></span>de <span class="_ _6"></span>segur<span class="_ _7"></span>ança <span class="_ _6"></span>para <span class="_ _6"></span>arquivamento <span class="_ _5"></span>dos <span class="_ _6"></span>sistemas <span class="_ _6"></span>da <span class="_ _6"></span>AC <span class="_ _6"></span>Raiz <span class="_ _5"></span><span class="ff8">on-line</span> <span class="_ _5"></span>ou </span></span></div><div class="t m0 x4 h8 y3cf ff6 fs0 fc0 sc0 ls0 ws0">do <span class="_ _b"></span>sistema <span class="_ _2"></span><span class="ff8">offline</span>. <span class="_ _b"></span>As <span class="_ _b"></span>cópias <span class="_ _2"></span>de <span class="_ _b"></span>segurança <span class="_ _b"></span>são <span class="_ _b"></span>armazenadas <span class="_ _2"></span>em <span class="_ _b"></span>um <span class="_ _b"></span>cofre <span class="_ _2"></span>de <span class="_ _b"></span>mídia <span class="_ _b"></span>classificado </div><div class="t m0 x4 h8 y3d0 ff6 fs0 fc0 sc0 ls0 ws0">contra <span class="_ _2"></span>fogo. <span class="_ _2"></span>A <span class="_ _2"></span>cópia <span class="_ _b"></span>de <span class="_ _2"> </span>segurança <span class="_ _2"> </span>das <span class="_ _2"> </span>informações <span class="_ _2"> </span>do <span class="_ _2"></span>ambiente <span class="_ _2"> </span><span class="ff8">offline</span> <span class="_ _2"> </span>é <span class="_ _2"> </span>realizada <span class="_ _2"> </span>no <span class="_ _2"> </span>final <span class="_ _2"> </span>de </div><div class="t m0 x4 h8 y42b ff6 fs0 fc0 sc0 ls0 ws0">qualquer <span class="_ _6"></span>cerimônia <span class="_ _6"></span>e <span class="_ _6"></span>armazenada <span class="_ _6"></span>em<span class="_ _7"></span> <span class="_ _6"></span>um <span class="_ _6"></span>local <span class="_ _6"></span>fora <span class="_ _6"></span>do <span class="_ _6"></span>ambiente, <span class="_ _6"></span>seguindo <span class="_ _6"></span>os <span class="_ _5"></span>mesmos <span class="_ _6"></span>critérios <span class="_ _6"></span>de </div><div class="t m0 x4 h8 y42c ff6 fs0 fc0 sc0 ls0 ws0">segurança. </div><div class="t m0 x4 h4 y3fd ff6 fs0 fc0 sc0 ls0 ws0">5.5.5<span class="ff5"> <span class="_ _2d"> </span></span>Requisitos para datação de registros  </div><div class="t m0 x4 h8 y42d ff6 fs0 fc0 sc0 ls0 ws0">Informações <span class="_ _2"> </span>de <span class="_ _2"> </span>data <span class="_ _2"> </span>e <span class="_ _21"> </span>hora <span class="_ _2"></span>dos <span class="_ _2"></span>registros <span class="_ _2"> </span>baseiam-se <span class="_ _21"> </span>na <span class="_ _2"></span>hora <span class="_ _2"></span>oficial <span class="_ _2"> </span>internacional, <span class="_ _2"> </span><span class="ff8">Coordinated </span></div><div class="t m0 x4 h8 y42e ff8 fs0 fc0 sc0 ls0 ws0">Universal <span class="_ _2"> </span>Time<span class="ff6"> <span class="_ _2"> </span><span class="ff10">–</span> <span class="_ _2"> </span>UTC <span class="_ _2"></span>e <span class="_ _2"></span>obedecem <span class="_ _2"></span>ao <span class="_ _2"></span>formato <span class="_ _2"></span>YYYYMMDDHHMMSSZ, <span class="_ _2"></span>incluindo <span class="_ _2"></span>segundos </span></div><div class="t m0 x4 h8 y42f ff6 fs0 fc0 sc0 ls0 ws0">mesmo que o número de segundos seja zero. </div><div class="t m0 x4 h4 y206 ff6 fs0 fc0 sc0 ls0 ws0">5.5.6<span class="ff5"> <span class="_ _2d"> </span></span>Sistema de coleta de dados de arquivo (interno e externo) </div><div class="t m0 x4 h8 y3d5 ff6 fs0 fc0 sc0 ls0 ws0">Todos <span class="_ _5"></span>os <span class="_ _5"></span>sistemas <span class="_ _5"></span>de <span class="_ _5"></span>coleta <span class="_ _5"></span>de <span class="_ _6"></span>dados <span class="_ _5"></span>de <span class="_ _5"></span>arquivo <span class="_ _5"></span>utilizados <span class="_ _5"></span>pela <span class="_ _5"></span>AC <span class="_ _5"></span>Raiz <span class="_ _5"></span>em <span class="_ _5"></span>seus <span class="_ _6"></span>procedimentos </div><div class="t m0 x4 h8 y3d6 ff6 fs0 fc0 sc0 ls0 ws0">operacionais <span class="_ _5"></span>são <span class="_ _a"></span>internos. <span class="_ _a"></span>O <span class="_ _5"></span>sistem<span class="_ _7"></span>a <span class="_ _a"></span>de <span class="_ _5"></span>coleta <span class="_ _a"></span>de <span class="_ _a"></span>dados <span class="_ _5"></span>atende <span class="_ _a"></span>aos <span class="_ _5"></span>requisi<span class="_ _7"></span>tos <span class="_ _5"></span>de <span class="_ _a"></span>segurança <span class="_ _a"></span>deste </div><div class="t m0 x4 h8 y430 ff6 fs0 fc0 sc0 ls0 ws0">item 5. </div><div class="t m0 x4 h4 y371 ff6 fs0 fc0 sc0 ls0 ws0">5.5.7<span class="ff5"> <span class="_ _2d"> </span></span>Procedimentos para obter e verificar informação de arquivo  </div><div class="t m0 x4 h4 y3d8 ff6 fs0 fc0 sc0 ls0 ws0">5.5.7.1<span class="ff5"> <span class="_ _8"></span><span class="ff6">As <span class="_ _a"></span>mídias <span class="_ _5"></span>de <span class="_ _a"></span>armazenamento <span class="_ _5"></span>das <span class="_ _a"></span>informações <span class="_ _5"></span>são <span class="_ _5"></span>ver<span class="_ _7"></span>ificadas <span class="_ _5"></span>na <span class="_ _a"></span>criação. <span class="_ _5"></span>Periodicamente, </span></span></div><div class="t m0 x4 h8 y3d9 ff6 fs0 fc0 sc0 ls0 ws0">amostras <span class="_ _2a"> </span>estatísticas <span class="_ _2a"> </span>de <span class="_ _2b"> </span>informações <span class="_ _2a"> </span>arquivadas <span class="_ _2a"> </span>são <span class="_ _2b"> </span>testadas <span class="_ _2a"> </span>para <span class="_ _2a"> </span>verificar <span class="_ _2b"> </span>a <span class="_ _2a"> </span>integridade <span class="_ _2a"> </span>e </div><div class="t m0 x4 h8 y3da ff6 fs0 fc0 sc0 ls0 ws0">legibilidade contínuas das informações, por meio de procedimentos de restauração. </div><div class="t m0 x4 h4 y431 ff6 fs0 fc0 sc0 ls0 ws0">5.5.7.2<span class="ff5"> <span class="_ _8"></span><span class="ff6">Somente <span class="_ _2"> </span>equipamentos <span class="_ _2"> </span>autorizados <span class="_ _2"> </span>da <span class="_ _2"> </span>AC <span class="_ _2"> </span>Raiz, <span class="_ _2"> </span>pessoas <span class="_ _2"> </span>em <span class="_ _2"> </span>funções <span class="_ _2"> </span>confiáveis <span class="_ _2"> </span>e <span class="_ _2"> </span>outras </span></span></div><div class="t m0 x4 h8 y432 ff6 fs0 fc0 sc0 ls0 ws0">pessoas <span class="_ _c"></span>autoriza<span class="_ _7"></span>das <span class="_ _c"></span>podem <span class="_ _6"></span>ter <span class="_ _6"></span>acesso <span class="_ _6"></span>aos <span class="_ _6"></span>arquivos. <span class="_ _6"></span>As <span class="_ _6"></span>solicitações <span class="_ _6"></span>para <span class="_ _6"></span>obtenção <span class="_ _c"></span>das <span class="_ _6"></span>informações </div><div class="t m0 x4 h8 y433 ff6 fs0 fc0 sc0 ls0 ws0">são <span class="_ _21"> </span>coordenadas <span class="_ _21"> </span>por <span class="_ _21"> </span>administradores <span class="_ _21"> </span>do  ambie<span class="_ _0"></span>nte  s<span class="_ _0"></span>eguro <span class="_ _21"> </span>em  funções<span class="_ _0"></span>  de <span class="_ _21"> </span>confiança <span class="_ _21"> </span>(Auditoria,<span class="_ _0"></span> </div><div class="t m0 x4 h8 y434 ff6 fs0 fc0 sc0 ls0 ws0">Coordenação de Infraestrutura e Coordenação de Segurança). </div><div class="t m0 x4 h4 y435 ff6 fs0 fc0 sc0 ls0 ws0">5.5.7.3<span class="ff5"> <span class="_ _8"></span><span class="ff6">A <span class="_ _30"> </span>verificação <span class="_ _24"> </span>de <span class="_ _30"> </span>informação <span class="_ _30"> </span>de <span class="_ _24"> </span>arquivo <span class="_ _30"> </span>deve <span class="_ _24"> </span>se<span class="_ _7"></span>r <span class="_ _24"> </span>solicitada <span class="_ _30"> </span>formalmente <span class="_ _24"> </span>à <span class="_ _30"> </span>AC <span class="_ _24"> </span>Raiz, </span></span></div><div class="t m0 x4 h8 y63 ff6 fs0 fc0 sc0 ls0 ws0">identificando <span class="_ _5"></span>de <span class="_ _5"></span>forma <span class="_ _5"></span>precisa <span class="_ _5"></span>o <span class="_ _5"></span>tipo <span class="_ _6"></span>e <span class="_ _5"></span>o <span class="_ _5"></span>período <span class="_ _5"></span>da <span class="_ _5"></span>informação <span class="_ _5"></span>a <span class="_ _5"></span>ser <span class="_ _5"></span>verificada. <span class="_ _5"></span>O <span class="_ _5"></span>solicitante <span class="_ _5"></span>da </div><div class="t m0 x4 h8 y436 ff6 fs0 fc0 sc0 ls0 ws0">verificação de informação deve ser devidamente identificado. </div><div class="t m0 x4 h22 y3c6 ff7 fs0 fc0 sc0 ls0 ws0">5.6<span class="ff11"> <span class="_ _25"> </span></span>Troca de chave  </div><div class="t m0 x4 h4 y437 ff6 fs0 fc0 sc0 ls0 ws0">5.6.1<span class="ff5"> <span class="_ _1"> </span></span>A <span class="_ _c"></span>AC <span class="_ _c"></span>de <span class="_ _6"></span>nível <span class="_ _6"></span>imediatamente <span class="_ _6"></span>subsequente <span class="_ _c"></span>ao <span class="_ _c"></span>da <span class="_ _6"></span>AC <span class="_ _c"></span>Raiz <span class="_ _6"></span>deverá <span class="_ _c"></span>iniciar, <span class="_ _6"></span>até <span class="_ _c"></span>3 <span class="_ _6"></span>(três) <span class="_ _c"></span>meses </div><div class="t m0 x4 h8 y438 ff6 fs0 fc0 sc0 ls0 ws0">antes <span class="_ _5"></span>da <span class="_ _a"></span>data <span class="_ _5"></span>de <span class="_ _a"></span>expiração <span class="_ _5"></span>do <span class="_ _5"></span>seu <span class="_ _a"></span>certificado, <span class="_ _5"></span>o <span class="_ _5"></span>proc<span class="_ _7"></span>esso <span class="_ _5"></span>de <span class="_ _a"></span>geração <span class="_ _5"></span>de <span class="_ _5"></span>novo <span class="_ _a"></span>par <span class="_ _5"></span>de <span class="_ _a"></span>chaves <span class="_ _5"></span>e <span class="_ _5"></span>de<span class="_ _7"></span> </div><div class="t m0 x4 h8 y40d ff6 fs0 fc0 sc0 ls0 ws0">emissão de novo certificado. </div><div class="t m0 x4 h4 y439 ff6 fs0 fc0 sc0 ls0 ws0">5.6.2<span class="ff5"> <span class="_ _1"> </span></span>Revogado <span class="_ _7"></span>ou <span class="_ _7"></span>expirado <span class="_ _7"></span>o <span class="_ _7"></span>certificado <span class="_ _7"></span>de <span class="_ _7"></span>uma <span class="_ _7"></span>AC <span class="_ _7"></span>de <span class="_ _7"></span>nível <span class="_ _7"></span>imediatamente <span class="_ _7"></span>su<span class="_ _7"></span>bsequente <span class="_ _7"></span>ao <span class="_ _7"></span>seu, </div><div class="t m0 x4 h8 y43a ff6 fs0 fc0 sc0 ls0 ws0">a <span class="_ _a"></span>AC <span class="_ _5"></span>Raiz <span class="_ _a"></span>remove <span class="_ _5"></span>imediatamente <span class="_ _a"></span>esse <span class="_ _a"></span>certificado <span class="_ _5"></span>do <span class="_ _a"></span>diretório <span class="_ _a"></span>e <span class="_ _5"></span>de <span class="_ _a"></span>sua <span class="_ _5"></span>página<span class="_ _7"></span> <span class="_ _5"></span>web, <span class="_ _a"></span>mantendo<span class="_ _7"></span>-<span class="ls1c">o </span></div><div class="t m0 x4 h8 y410 ff6 fs0 fc0 sc0 ls0 ws0">armazenado permanentemente para efeito de consulta histórica.  </div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
<div id="pf2a" class="pf w0 h0" data-page-no="2a"><div class="pc pc2a w0 h0"><img class="bi x7 y2b w4 h7" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y2c ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2d w5 h9"><div class="t m0 x9 h8 y2e ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xa y2d w6 h9"><div class="t m0 xb ha y2f ff7 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y30 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y31 ff8 fs3 fc0 sc0 ls0 ws0">Declaração de Práticas de Certificaçã<span class="_ _7"></span>o da Autoridade Certificadora<span class="_ _7"></span> Raiz da ICP-Brasil <span class="ff9">–</span> <span class="lsb">DO</span>C-ICP-<span class="ls9">01</span> <span class="lsc">v.</span>6<span class="lsa">.0<span class="_ _7"></span></span> <span class="_ _d"></span> <span class="_ _e"> </span> <span class="_ _e"> </span> <span class="_ _e"> </span><span class="ffa ls9">40</span> </div><div class="t m0 x4 h4 y72 ff6 fs0 fc0 sc0 ls0 ws0">5.6.3<span class="ff5"> <span class="_ _1"> </span></span>As <span class="_ _b"></span>chaves <span class="_ _2"> </span>privadas <span class="_ _2"> </span>usadas <span class="_ _2"></span>para <span class="_ _b"></span>assinar <span class="_ _2"> </span>os <span class="_ _2"></span>certificados <span class="_ _b"></span>das <span class="_ _2"></span>ACs <span class="_ _b"></span>subsequentes <span class="_ _2"> </span>devem <span class="_ _2"> </span>ser </div><div class="t m0 x4 h8 y1dc ff6 fs0 fc0 sc0 ls0 ws0">mantidas até o momento em que todos os certificados das ACs tenham expirado. </div><div class="t m0 x4 h22 y1c0 ff7 fs0 fc0 sc0 ls0 ws0">5.7<span class="ff11"> <span class="_ _25"> </span></span>Comprometimento e Recuperação de Desastre </div><div class="t m0 x4 h4 y1c1 ff6 fs0 fc0 sc0 ls0 ws0">5.7.1<span class="ff5"> <span class="_ _2d"> </span></span>Procedimentos de gerenciamento de incidente e comprometimento </div><div class="t m0 x4 h4 y43b ff6 fs0 fc0 sc0 ls0 ws0">5.7.1.1<span class="ff5"> <span class="_ _8"></span><span class="ff6">A <span class="_ _c"></span>AC <span class="_ _7"></span>Raiz <span class="_ _c"></span>possui <span class="_ _c"></span>um <span class="_ _7"></span>Plano <span class="_ _c"></span>de <span class="_ _7"></span>Continuidade <span class="_ _c"></span>do <span class="_ _7"></span>Negócio <span class="_ _c"></span><span class="ff10">–</span> <span class="_ _c"></span>PCN, <span class="_ _7"></span>de <span class="_ _c"></span>acesso <span class="_ _7"></span>r<span class="_ _7"></span>estrito, <span class="_ _7"></span>testado </span></span></div><div class="t m0 x4 h8 y2ba ff6 fs0 fc0 sc0 ls0 ws0">pelo <span class="_ _6"></span>menos <span class="_ _6"></span>uma <span class="_ _5"></span>vez <span class="_ _6"></span>por <span class="_ _6"></span>ano, <span class="_ _5"></span>para <span class="_ _6"></span>garantir <span class="_ _6"></span>a <span class="_ _5"></span>continuidade <span class="_ _6"></span>dos <span class="_ _6"></span>seus <span class="_ _5"></span>serviços <span class="_ _6"></span>críticos. <span class="_ _6"></span>Possui <span class="_ _6"></span>ainda </div><div class="t m0 x4 h8 y271 ff6 fs0 fc0 sc0 ls0 ws0">um Plano de Resposta a Incidentes e um Plano de Recuperação de Desastres. </div><div class="t m0 x4 h4 y43c ff6 fs0 fc0 sc0 ls0 ws0">5.7.1.2<span class="ff5"> <span class="_ _8"></span><span class="ff6">A <span class="_ _20"> </span>AC <span class="_ _2e"> </span>Raiz <span class="_ _2e"> </span>testa, <span class="_ _20"> </span>revisa <span class="_ _2e"> </span>e <span class="_ _2e"> </span>atualiza <span class="_ _20"> </span>anualmente <span class="_ _2e"> </span>esses <span class="_ _2e"> </span>procedimentos. <span class="_ _20"> </span>O <span class="_ _2e"> </span>Plano <span class="_ _2e"> </span>de </span></span></div><div class="t m0 x4 h8 y43d ff6 fs0 fc0 sc0 ls0 ws0">Continuidade de Negócios deve incluir, no mínimo: </div><div class="t m0 x2e h4 y1e4 ff6 fs0 fc0 sc0 ls1 ws0">a)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ff6">as condições para ativar o plano; </span></span></div><div class="t m0 x2e h4 y43e ff6 fs0 fc0 sc0 ls0 ws0">b)<span class="ff5"> <span class="_ _2a"> </span></span>procedimentos de emergência; </div><div class="t m0 x2e h4 y43f ff6 fs0 fc0 sc0 ls1 ws0">c)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ff6">procedimentos de <span class="ff8">fallback</span>; </span></span></div><div class="t m0 x2e h4 y440 ff6 fs0 fc0 sc0 ls0 ws0">d)<span class="ff5"> <span class="_ _2a"> </span></span>procedimentos de restauração; </div><div class="t m0 x2e h4 y441 ff6 fs0 fc0 sc0 ls1 ws0">e)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ff6">cronograma para manutenção do plano; </span></span></div><div class="t m0 x2e h4 y442 ff6 fs0 fc0 sc0 ls1a ws0">f)<span class="ff5 ls0"> <span class="_ _23"> </span><span class="ff6">requisitos de conscientização e educação; </span></span></div><div class="t m0 x2e h4 y443 ff6 fs0 fc0 sc0 ls0 ws0">g)<span class="ff5"> <span class="_ _2a"> </span></span>responsabilidades individuais; </div><div class="t m0 x2e h4 y444 ff6 fs0 fc0 sc0 ls0 ws0">h)<span class="ff5"> <span class="_ _2a"> </span></span>Objetivo de Tempo de Recuperação (RTO<span class="ls1a">);</span> </div><div class="t m0 x2e h4 y445 ff6 fs0 fc0 sc0 ls1a ws0">i)<span class="ff5 ls0"> <span class="_ _22"> </span><span class="ff6">testes regulares dos planos de contingência; </span></span></div><div class="t m0 x2e h4 y446 ff6 fs0 fc0 sc0 ls1a ws0">j)<span class="ff5 ls0"> <span class="_ _22"> </span><span class="ff6">o <span class="_ _6"></span>plano <span class="_ _5"></span>para <span class="_ _c"></span>manter <span class="_ _5"></span>ou <span class="_ _c"></span>restaurar <span class="_ _5"></span>as <span class="_ _c"></span>operações <span class="_ _5"></span>de <span class="_ _c"></span>negócios <span class="_ _6"></span>da <span class="_ _5"></span>AC <span class="_ _c"></span>Raiz <span class="_ _5"></span>de <span class="_ _c"></span>for<span class="_ _7"></span>ma <span class="_ _6"></span>oportuna, </span></span></div><div class="t m0 x2f h8 y447 ff6 fs0 fc0 sc0 ls0 ws0">após a interrupção ou falha de processos críticos de negócios; </div><div class="t m0 x2e h4 y448 ff6 fs0 fc0 sc0 ls0 ws0">k)<span class="ff5"> <span class="_ _2a"> </span></span>definição <span class="_ _3"> </span>de <span class="_ _3"> </span>requisitos <span class="_ _3"> </span>para <span class="_ _3"> </span>armazenar <span class="_ _3"> </span>materiais <span class="_ _3"> </span>criptográficos <span class="_ _3"> </span>críticos <span class="_ _3"> </span>em <span class="_ _3"> </span>um <span class="_ _3"> </span>local </div><div class="t m0 x2f h8 y449 ff6 fs0 fc0 sc0 ls0 ws0">alternativo; </div><div class="t m0 x2e h4 y44a ff6 fs0 fc0 sc0 ls1a ws0">l)<span class="ff5 ls0"> <span class="_ _22"> </span><span class="ff6">definição de interrupções aceitáveis do sistema e um tempo de recuperação; </span></span></div><div class="t m0 x2e h4 y44b ff6 fs0 fc0 sc0 ls1a ws0">m)<span class="ff5 ls0"> <span class="_ _5"></span><span class="ff6">frequência para realização de cópias de <span class="ff8">backup</span>; </span></span></div><div class="t m0 x2e h4 y44c ff6 fs0 fc0 sc0 ls0 ws0">n)<span class="ff5"> <span class="_ _2a"> </span></span>distância entre as instalações de recuperação e o site principal da AC Raiz; e </div><div class="t m0 x2e h4 y44d ff6 fs0 fc0 sc0 ls0 ws0">o)<span class="ff5"> <span class="_ _2a"> </span></span>procedimentos <span class="_ _24"> </span>para <span class="_ _4"> </span>proteger <span class="_ _24"> </span>suas <span class="_ _24"> </span>instalações  após <span class="_ _24"> </span>um <span class="_ _24"> </span>desastre  e <span class="_ _24"> </span>antes <span class="_ _24"> </span>de  restaurar <span class="_ _24"> </span>o </div><div class="t m0 x2f h8 y44e ff6 fs0 fc0 sc0 ls0 ws0">ambiente seguro no local original ou remoto. </div><div class="t m0 x4 h4 y44f ff6 fs0 fc0 sc0 ls0 ws0">5.7.2<span class="ff5"> <span class="_ _2d"> </span></span>Recursos computacionais, software e/ou dados corrompidos  </div><div class="t m0 x4 h4 y450 ff6 fs0 fc0 sc0 ls0 ws0">5.7.2.1<span class="ff5"> <span class="_ _8"></span><span class="ff6">A <span class="_ _b"></span>AC <span class="_ _b"></span>Raiz <span class="_ _b"></span>mantém <span class="_ _2"></span>um <span class="_ _a"></span>site <span class="_ _b"></span>de <span class="_ _b"></span>contingência <span class="_ _b"></span>em <span class="_ _b"></span>um <span class="_ _b"></span>local <span class="_ _b"></span>geograficamente <span class="_ _b"></span>separado <span class="_ _b"></span>que </span></span></div><div class="t m0 x4 h8 y451 ff6 fs0 fc0 sc0 ls0 ws0">espelha sua inst<span class="_ _7"></span>alação principal par<span class="_ _7"></span>a que, se <span class="_ _7"></span>algum <span class="_ _7"></span><span class="ff8">software</span> <span class="_ _7"></span>ou dados for<span class="_ _7"></span>em corrompidos, possa<span class="_ _7"></span> ser </div><div class="t m0 x4 h8 y452 ff6 fs0 fc0 sc0 ls0 ws0">restaurado <span class="_ _6"></span>a <span class="_ _6"></span>partir <span class="_ _6"></span>do <span class="_ _6"></span>site <span class="_ _6"></span>de <span class="_ _5"></span><span class="ff8">backup</span> <span class="_ _c"></span>por <span class="_ _5"></span>meio <span class="_ _c"></span>de <span class="_ _6"></span>uma <span class="_ _6"></span>conexão <span class="_ _6"></span>segur<span class="_ _7"></span>a. <span class="_ _c"></span>As <span class="_ _6"></span>có<span class="_ _7"></span>pias <span class="_ _6"></span>de <span class="_ _6"></span>segurança <span class="_ _6"></span>de<span class="_ _7"></span> </div><div class="t m0 x4 h8 y453 ff6 fs0 fc0 sc0 ls0 ws0">todos os <span class="ff8">softwares</span> e dados relevantes são obtidos regularmente em ambos os sites. </div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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ZGxvTplZUQnRjmu49MaZP87FVQgaJiiXTSPH3+cEJBSIuIUJFjBH/pEGq7QKNQAVGmqH/vxvSaljK40F0JAQoHj6jvf7KyN31Ry+K7vny+y1zgSF5AgdlPYLd3H/23ozGhNWKG55t1t36zI21xqqDKLksz8KFgkVMqskzpqfOchU7NHjUnrpwTBZwkkK/ENZ/YtP75xzcmtZbY6iZH3djMClSxEi2G39LnqiStmRgsh7r83gzTi49kN3OLrJN7Z6+pnRtzVDpqHPP1QAkAkJAQoNVZLDuh9VnqRC7f2vzoEFAAoET9rr9Ez77wEhYxmklbm77h3/fxiXgVCE3dcxvUrT2/pGpe+6MjqAxUnG8AGCKDy92wO/YBkZnK+XPXh8ZWfHFs1rFOvZ4bcNTK1rwjOhD47yStPbn111393VB7jSBRwAxWZFXIx1L168OsFR1bO7Xf934bcpnZtYuFAZ+xVPvY+AEC1bGwfhhmdNfPIFUniQHagSsk0b/MnVoXssew7oYAr43KeGfmn5gs3EsC60j23/O/ZYmuV1+iJwEZ2G/zYz29trcxtQFtApep7fQSZ0aaKQ1O+f+LN3Uu4S80vObbxxlXPbq0+KgucEP3Zix48ECFUc+MLuxe9uGWhvU0JB7F1+gbxUO3pK76+H126R+a83tpQaaqtkxu8lSCByPH6zJFvjX8kQlA3f22J0XM/vWcSbG7lMZwIxIRGLj68PlAajxoUCSHRoaIGASostdUWveRjCJoF+/PbPh2d1n9AXBcT2V/Z+aVdIJeH4gRayYWpWSN66tI5UUF92f7KE4dq83nTMBBHeGPvtwnhsff2ndJWqRJiqwQfAAySeUfl0cAOYCPnw8bE58wecN21nYcFtRUdocFuaQygO/QaITKiKEXYMVNNk+KmplnVPzxzwbXPdYtKcdDddqC1+TvuWDnPd6ga0PbD6R0D4rL2lJ04UpffNOddNPI9vae8MeYh5rSr0Ary9d/9fXXxTlcKJhJAA7M9v/Hj67qOTNBE/u7ot6Ylh8df32d8TqeuzJ+114zqYARZqoShqX1CRNXmsweKa8oGxWQbG/TVFoMMnCNw5ByBAGIU4V/PeKlzaHyjn64guCZjSE9d5x3VR31J8NP6UgIoMVTI3kKDDCBEqW6MRiCAGoR7el+rFTRNj00EAAJhraGuw6LvRLnAUHrf+pdVII5K7j+nz7VXZgzUCsoWBoAAAR7pc+O8EbPUTIEAdpL15oYIjVbiskW21ZmNJpu51massxga7OZIpTYzNA4dkXMEK5eLDJUnas5aud2vjVZuquEAOk2EAF6WGUkM3t675Ex9ef+4LomhMQmhuki1Nieh65WdB6qYIxG8SYbaMBh7Lugz8umav7ocHMEM0prinesLd42OyVl608thgqp55RNH2keH3BLClI6+qlCMDYkAIKUghAjKaKXW5ZE5rQ4OUGat31V0ZH9J3urTWw/UnLQLxANEO+1cQoAhKb0T1NFnbdVusxEBwIz2b05v+Ob0Bke2PgIoZZag0XWLTp3Zd/LkrsNCQERs4zB4q9FP1OhmZI1uXHaIqEGyVDbU7i7JLZZqyZ+ekRhtqNq/7uT26dkjmx1UHJzYI0Yd3ryGkhFq5IbTVcWb8vdsLNx7oCyvkutlJI7k6g0246SEgmJkSv/PT/0AAWywxqCmWZRP2yvyyyt+XLPnsp3dXx3/50HxXfH8op+u7TR/1P3u0VQiAoR6u2nx0Z//tWPRGXOFb8dkRp8eWjk1ewS4VaP0Zk44TOs2RgA/BIIMfEdJ7rr8nSdqzx6sPnWmtsyKktNUd5jN7mWzsTleGAGeG3Z3vdW4tnCnDWVoyX4gABujzbW5k7579KnBd97dd1K4qD5v6GNj2UU3lx0AohShs/pMsnHp4U1v+N0wt7viaI29AQJHYjWk6JvU1fdTC7f/fcP7H+QutzaCJXhTRAxAlFmqJnZocp9D9QX7qvOa6ULniITvrnvx4wMrX9j0aaVskBj3IQw8oxEIAFAlGR779Z2DpSc+nPS4oo3iRW1cIcYuBXRH9HZTvcUYwpSBCBAViTptlO81X9r2+dtH/se9s04ICaNE7eiU/pd16pEW3qlXbEZGZKKCiTeteK559B0M5Zy+19zUY2yxvvJw5am8uqIKU12BofRMfVmhscJoN8vIuc+GF5nRVyfX31s2dXBC946FPgfaVn50/vYvAuWLO4pIEQR0eRVcCFV4T+oGsC88vIb7SfjBvpGZq296I14Z5ub7kARQazEEN4cpUqGJ1KX11KW5qzgTtx+rKjhaVfDloXUbyva55xohgI3xw5X55w19jmAFWWqiDIkAGmTLmhNb//rj2xWg9xsSIIQwMSRcHWqz2gLJvoCM+TAfRYbKSks9MD8B/Wu7jOik9Fqi0UK2gvrSQA9vtFuOVpyxkiQD58AlkDmRzGXivE9s51RtnEAYzlSD4roOisuemj3yxiVPrS/f22hEERAA82PR/i7oEwDsrjyW+cE09zIIkixbZLsNJDlAcqaDO+wf1zVKDC232lplNlTUV9tB8rv33S5LztQuIkS0k7yz7PjbexafMZUHWnglpCd+fGtL7VEvExkB+kZ0/m76S6na2MaN5KFMOTi5509le7lbZgsCxYdEnRf0GQDZSa7wqPbYlNHkTG71F2xjhLf1mCC2nh7pFBmjBFFCu6818/6B71Mi4q/KGioiKzfVvL9z6aLja+2MB4qncoAwUf3A0Bt/XT3PI3eRABD2Gk7evOzZ+eMezo5OEZlgtFsW7l/1yq4vJcGD1o3k6kFJPc6b7Ddjn/mzHNAh+lmK+IlZl5/D86Vo4xJDdCctpb6A1vKGuRtei/rpfYbMKJnNCtm1qwv9ph5JsoSA47MuS1BFFdlrvHpAANuqj479Ym5iqE4hiHUmQxU3uKB3DqfIcUa3sQmh0W2FfjvlMDcxtHGK8GcH3PHTzHd0Ku05XEgNwtwBMxRNif/ebkSVYKpgRpNSJiQgUHNhRHwfv/u0KxpqZODhqH5s8C1+L0gIZoV0ylZ+zFxchnovqQ9nmheGzP732LkCnReGOWjkEVAgjCBVv07Zr4x9KCem8zlvoEKAB/pdp0Dxb5vfM4C1GTdK4Gyorvuzo+9J1cbnfHq7SSF5fe2kvuRQdf5AXdYD/aZFqsP/uuHtKjJQS/QfEgFgNGneGf/4DdmjWZtu/PCDvgYVt/YYX8fNrbqQEhVhCo1WpdGpw2M0kclhcZnRSRGKEMEVkHb8HSqqZvWZZBb8OJlRXK0CX1cXRGT39psyOKnHypNbTtUXn6orrrbU27gdATWCMjYkKiMiIS2s04jknGEpvZUocqD/jHrwQO0p30E6UpTXV5epQDazx7iRKX03nd2fX196oq6wuKHKYDEZJZNFtnHOmcCUKEYotYlhsSna2MsTeo3LHBSrjmBuHVEAu7vn1WbyY/8MS+jtEMNBcdlzekzxAzqxMFEDgbNoWxvBCTpVrbkLB/qsqdIBAXAgxykiMhEAKABFT/Ir4AFjAW9NHBz5mB5YOM6OawUWHoYZBoOBF/rksmBagb6fhAv3jFm3K7niSS2eyOeR9e+FZuPtGtcWbMVYN/YWsZnn9+6eFztCgSB21atpxqf0uCkG2FfmNSFABqqzNZQbq0/VFhfoy0qMVZWWugbJYrJbbbKdgFRMEapQh4jquJCoZG1sZkRCF11qXGiUVlQ7eCGvJP9GotjrdaCB932XEwFAgHCxV146BDM1PYbBU2iaJ/AcP/RK0vaWOi8zzDGkAXf1kfNwvWqbcWfJkU/3LvulcL+RrG6clCMqiv6XQQKlLEQrtNOyR80eOK1rZJIaRQwyyHXRNP/oc6CTdcWrT21fW7B9R1muQTLJ2Kr6Qk3ihgRKEhJCdVemDrwmY+io9P7hipBL8Luh7yaOHOiksezjXd9/eHCZgVlbsgadPEKQFjAj6BOW/vpVj16e0FMF7BL6jbJPAMgBlp389f41r1SQ3m/iefBABxwuglCumJw5/NVxDyZpoi+h70S/0Fj11IYPlp7ZbHKmY/hT0AQiYaigTtTGxIfqwpSaMGWISlACoF22G+wmvc1UYqgoNlaZuJUHNkeQoLM24Z5e107pekWXyER2sa4ETXpfBvri6I/3/PCyjcm+PImCY5JSNzy57/SeY69I7RsmqgXHKQ/e9AJJQFXW+nV5OxYdXLW/Mk+PFh7AlkGAMFn52eTnpmYNw4scfQCwAU1Z8vi60p1u2KPIWRwLf3zobXfkTNYKKocDEmBiNL3nyDAsMJT9e9PCr06stwrceQCUxzGzHIClq2L/N2N+78g0hnhRow8AR6rP3Lzi2SP6MwSQrI69pdvYGdmju8WmhzAFQFDweOXgc6Cz+oqdpUe/yF33Q+EuG3LP4n5ARBGo+cewe+7rN1WB7KJGnwBKrLW3f/tMui759Ql/DhfUbSWQEvBfig/OXv2vfEs5AHP45Y0hAYWMT/S/7e/D79A43YKLE30iQDTYTEpBoRJEoLYs80EA+fqyd/ct/f7ELwXmCvJONMeh8T0/nPBEt6iUi9XbouYd/rZpNbJpytePbanJ9bJhEWhcp4ErZsxXXhzeAPPvQkH70gHRQsj8Kx+MIrXXpksC+Llk35e566WL40gEYd68eefjvpSkjZnSdSS3y4eqTskgu4gs5Iz/dHqn3twwLKWvgjGCC9kSwvNbO4sDPbD+tQ+PrfCiAUWOi8Y/fXP3Kz0t1Ate8/zet8e5A6aHS6pGzeM0kBgtPvGz/AclRKmF/3cU2XeI/5aSI7esfK7IWu3+vhrEl0fcP0DX5Y84AAigFMQsXUqUMrSZIuTYQar2/Wf313/d+oFXpQd0uAV/RIUOiAS9w9OW3/yfZLUOAoTPfNH3MjnJsz5Pu0xTBKiyGKYt/duW6lyOHC6gMj4Z6rgFVz81MqkvYtCah4Ak4iIKbnuWUAYS2m0FJIACc9WYBfcW8KoLLP6VoYr9+fb3UzUx6BNDZr4sTYm1/rPDPzywcr4E3MX9ox3kOd+88NK2z0stde2kKFM1ujkDpzEOF1jo8Yyl8tZvny601JBjr4ObtIuNs58TEdChivwVJ379z4Fv0sM7cbf9HhxgW8XRz8o3HK8+++zwWekR8UJbTwMG8MDA60/UnFmct9HCbe5BTL9VA/2ed+7+aaC/waf6m9/jWwNdqvknQUfOC2tSqxxha/2xEYvmLJj41OiUHESfjBKZeLGplgMJADLAsC9mx2qits/8ROUoxwdgAXnA27cdg9J/DPnT7T2uEgjDVSFhCnXbEkEAIAMVm2qKjJUWyfoHFfYf83e+svu/MvMufJimjPn59vfTQ2LRXe9zoJe2ffGPHQtkdG3eRtAqNJd36jUx+bIHB03/dP+KJac3bS06aAKrcyM4YZom9snL77yj91VCG9HCrpg9uaWZ/OFUEAGgWbZ9dGD5G7u/KbBUuitRJEhVxT7Yf/r9/a/TCEqn3rdzOVGje374nAgxlKOT9TLazesLd+2rOUkAR+sKfyzcZQIruEq2RanCHrrsZslub7CZ2071u6ccAv4hXVwEAI2gfKj/9E0zP8xQx3kcCwB0xlb1xLYP3t271JE3xwBAZMLMnIm39hyvRNHj2+hM2/O9iVahuSdnyqwBU7SqELjU/NnQyeqoPw+6SeDMa/mQkd7cu/hUQwUAYaGh8tZl82SB7CQfrD5p4x6pv5HKsJSQ2FJzTZWlzp2OVzNFTkwXBpimjf9s8tMKYpdSpLyNR0CrbP/44Ip52z+tkRpceZSO/S+QoopZM/1VsdJQa7FZHJ5lb206AQFioamy0l4PAHU2Q53N4K4XUjVxMYowBJQsNgAoNJUYuTWKaf5QdJhbebGWVxdqKSXWWeDRLd3QgTGoBcXcftOA4C+b33aqdJdyLbRVLT6xEWXiVuDoyp8lIBnow+3frTq7ze/NHh54w4TMwe4FkJXAGOAfxEXyf+RfSzkCQQ1moJ/VS+Ypix//tfKQZ4oU3ddrqujyuBqz7BEBh6b2SY6K9Xvz7tFpGIC0+Ityd2UAAAlzSURBVEOoA0A6VFWwoWC3jUt9YjIvS+4VqQz1gs2RhmyWrT+f2Xu8plAiuV9c1hUpOSpBgT728Rl9+Q+nd9RY9L1jM8dnXuZaO5u+mFuVf9ZQ5ruDPEYZLm4/e/iuFS82HubguHcVN+jJ5OfpEeIgPJw1lRZUSmztnPeSnccQYofVMo5mR1qXv/PuVf+sIiMACBwzVXFLbvh3n+h0wCYbFwHsSI9vfO+D3OWOjZgCx2cH3vH0sDs9SrNx6d/bv3xz19f1aCYEkbPJyYNfmfDnrND4xqybetly/7pXC6xVDpKzEWSlLEzKHCY8+dzT64p3aUJCCqwVpVJdDTXUUoMV7I1TQUGCo6yf48cNYK2hhga0ZsQkh4aEpEYnzOw10bV/oSOi31i7b2vJkVlrXnp979d6srgiaVDDG1bnbZE57xQWE6nWAqCV2749+vPjG99Zkr9JdlF+hLCzLFdvbsjSpUSqQjnAidqiuetf+zh3mZlJjqtxpOP6oq8OrlUKypxO2QKyk3UlM75/andtnnt5SQDUCdq3R/9lYuZgp7fFAcZ98+dN5Qe8hOb27Ks+mPD4X35686PDy9yxjVNFnpj9TShTNrKpBB130bUBX3Vq25/W/KuGGlz2iGd1SIIwrvpq6gvj0wc9/ctHrx74WkYZgHnG/AkJkzBy5W1vfntw3Tv7lugFmx/tQIgEE+IHzL/mkSfWvbW6aAd5rgmMYP7Q+/8y8AYEEgGg1mJYmruxzFTtKzRKEBXAlK5CfI2VRs2ydcGBVWoSp3YZHh8W3ZHPOjFz+7zNC97bt8Qo2J3z3ltMiBD1gvWBH+bfljP57f1LZOb0hMhrjBCKoe76pU+cMZZLgl8mHIkBEayr2Lt70X21dqPHFRCQoE9o2szeV2Ejyxau0m4vO5KnL3LX72qmSA/rlBASjQBJGl12ZMrp+hI7yADACIx28zObPpzde0p4iLYNkeIAe8qPrzm1rd5ilF31UNw1SKM+9PDgnUYANhnGbl/eV5n3Y/FuLgAEql3rerPAUvni9v8j/yezufgPgFPmMhDAc2uL90YVjlQp6b0uowJhbp/rH73sJp0q3PngDpat1mb88sAPEhICnNGXv3Po2+7RGVtv/0QNyAgJwQTSwHdvP8HLrojve13mCAQY0Cn78qQeQpvm/h3TF4/84r4K2dDeJ/QJHDSoakAreXKUfvhO52azwHtekQTOVKgwk6359PrZXSe9P+Ex92LUzh2jUUrtA4OmOe6wpfjIeweWIIAIyMiZqCwCc9SG7RuT9dDA612LVttqZ/mVzYt8RaZV3lMAfDxql4kcb8saf23PkbOW/bMWTe562atLCo6TU4eVmKt3Vh8NJA7I2bT0EfcMmXHH0mdKpIBHRkTJ6vsHXM+8S416DDvtLzv57bGf0iMTlVx0VOhvehRZSNREAdGp2uLOkYkM2maddSAjA3ywd/nXeT/RudQdwuYtrkZMGUGSSjdv2Kzbe00QgfWbtXDZ8U1v7Ps231zueQFCwstjerw4Ys7QpF5nDRV/Xv/m2uIdMnoUDmCE/aO73NJ97N29J4crQ1ZNf/X5LQt+LNxtJCu67elhAOMTBs4bMbtPTAZ6i4VPZJEDSCAX1JVlue1r4EAF9eVxYdGhrpJ1bWuPH609O3jhrAZmo3aznBSczep29bOjZndSRbgnwefWFd64+Mmj5qJGcBWcjYnv//l182JVYQ4nwAbyrcueX3p2c2NZM0ZwU+aVn0z6uwbFxjCLDHx31ckZS/5eaK8BcC7LI2J7rbnxjRD0e7SZz4lPPtEkd/Id2j7CTmQDmr3234vy1rpVQgUE6BKRHKuOdO3YbZooDsOLPDzTxnPAPN8nACCGLDYk8pbssdO7jfFNUieiesm8oWD318d+Omsoz4hInNnjqlFp/RrriDu6WmaqfX/f9/sqT1SZ9enhCVck9bml57gIhYaadlQ7199DVac/3L/sWN1Zuyz11XWeO2B6dlSyX/evQ+TzfHBwxcM/v+55WjrqmHbfrEVJ6shWn8/kE/NzO/28OTqHO5LaA+tTl94JitF1MPOsWZEVzy/0BJBXV/z0hvd9DqqnK1MHJKkjsTWHCQTJOPi3KIkYtrDJHINktBxeFWCLR6Sw8yv1pw1l96x9uZaZ3TQcAEA8C39s8M3YNgqOnNVq/dKB2OiBBXtant+aAYH5Rkco1n9Xzpvsy0Ar87ffv/LlEqp3S1tHAIjjoQunPjcwPhsDd7BVFlELC3mTSLf+rNkgPm/mO+Lvr2ocT7Ot9Mjdy/9Rh2aP+Uwkymze6DlXpvRz6csLOYNc/F0QbzyLGDnQydri7/N+eWv/khpm9iLfBcJH+t80u+81gnuJ5Evo/xbwXef3gAz06cFVj254q0GwkbfyRBVn9/S89vkrZokXTYw4CIvztx2wSUAyUaW5ftmJzf89vn5Hea7f6sc9w1JfHfngmPT+yg4cKjgf6ANZgdbmbRvTeZCGKQQA9D7Eyqk3vLhHDmAHeUvR4flbFm4pPWxkfkgoh3eZoYhZdfPr3SIvlq2KrUCfALaU5U7474PJ2rjRaQNn9BxzeXJvBTDRUSDWbRgcK6QMJAGdqC1cfnzz5jN7N5ceMjO7z5EsTR5iN03S/256tas24SJMSWkBfQIoaKiY8e3f9xhOOhJRRGJaUZ0aHp8YGqNVarSKEDUqCUACyShZGmzmCnNtoaGi2lxnx8YTrPzoLUbYIzx1UubQe/tNTQuLhwvp9N22Ql8Cftfyf/63YCNHDk3VZrGRVAnE6HoJu/s7jmMdHs6ZMW/kbA2KcBE3sRkHERH2lB3/Pn8TZ7zRfAF3xiuwlePzDgGgigvDkvpMzxo1LLl3D126iBd7gSSxOQeRoLC2PAxCbNxgRzo3xYAASKiWxGldRz054q6u4QkCuY6RoQvbl/rNmkcGKrPV/5q/b8H+lduKD1qYJDEKJqblODtGIWP3iLSbe40fmzW4Z1S6qvHIBgrm7N9LNo/LZpeI11iNpfqqk7WF+YayEmNVlaW+wW4xS1abbOcESkFQC0qNqNKpwxNCdSnauM6RSQnhMUnaGBVTwB8yGb9joO+XqGkcGDfqGuGSPLemBbvuOQaJyE+VdwbInFXCWh1n53BxlMNoK9lv2yYDMYKLVimdZ5vvIldT4vlGHy/mERAvyf7Fq3ku2TyX2iX0L6F/qV1C/xL6l9ol9C+hf6ldQv8S+pfaJfQvoX+ptVH7f2zA/k/CuUabAAAAAElFTkSuQmCC"/><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y2c ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2d w5 h9"><div class="t m0 x9 h8 y2e ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xa y2d w6 h9"><div class="t m0 xb ha y2f ff7 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y30 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y31 ff8 fs3 fc0 sc0 ls0 ws0">Declaração de Práticas de Certificaçã<span class="_ _7"></span>o da Autoridade Certificadora<span class="_ _7"></span> Raiz da ICP-Brasil <span class="ff9">–</span> <span class="lsb">DO</span>C-ICP-<span class="ls9">01</span> <span class="lsc">v.</span>6<span class="lsa">.0<span class="_ _7"></span></span> <span class="_ _d"></span> <span class="_ _e"> </span> <span class="_ _e"> </span> <span class="_ _e"> </span><span class="ffa ls9">41</span> </div><div class="t m0 x4 h4 y72 ff6 fs0 fc0 sc0 ls0 ws0">5.7.2.2<span class="ff5"> <span class="_ _8"></span><span class="ff6">Se <span class="_ _b"></span>algum <span class="_ _a"></span>equipamento <span class="_ _a"></span>for <span class="_ _b"></span>danificado <span class="_ _a"></span>ou <span class="_ _a"></span>tornado <span class="_ _a"></span>inoperante, <span class="_ _b"></span>mas <span class="_ _a"></span>as <span class="_ _a"></span>chaves <span class="_ _b"></span>privadas <span class="_ _a"></span>não </span></span></div><div class="t m0 x4 h8 y1dc ff6 fs0 fc0 sc0 ls0 ws0">forem <span class="_ _2"> </span>destruídas, <span class="_ _2"> </span>a <span class="_ _2"> </span>operação <span class="_ _21"> </span>dev<span class="_ _0"></span>e <span class="_ _2"> </span>ser <span class="_ _2"> </span>restabelecida <span class="_ _2"> </span>o <span class="_ _2"> </span>mais <span class="_ _21"> </span>rápido <span class="_ _2"></span>possível, <span class="_ _2"> </span>dando <span class="_ _2"> </span>pri<span class="_ _7"></span>oridade <span class="_ _2"></span>à </div><div class="t m0 x4 h8 y1dd ff6 fs0 fc0 sc0 ls0 ws0">capacidade <span class="_ _21"> </span>de <span class="_ _21"> </span>gerar  informações <span class="_ _21"> </span>de <span class="_ _21"> </span>status <span class="_ _21"> </span>de <span class="_ _21"> </span>certificado  <span class="ff10">–</span> <span class="_ _21"> </span>LCRs, <span class="_ _21"> </span>de  acordo <span class="_ _21"> </span>com <span class="_ _21"> </span>o <span class="_ _21"> </span>Plano <span class="_ _21"> </span>de </div><div class="t m0 x4 h8 y1de ff6 fs0 fc0 sc0 ls0 ws0">Recuperação de Desastres da AC Raiz. Demais procedimentos estão descritos no PCN da AC Raiz. </div><div class="t m0 x4 h4 y1df ff6 fs0 fc0 sc0 ls0 ws0">5.7.3<span class="ff5"> <span class="_ _2d"> </span></span>Procedimentos no caso de comprometimento de chave privada de entidade </div><div class="t m0 x4 h4 y1e0 ff6 fs0 fc0 sc0 ls0 ws0">5.7.3.1<span class="ff5"> <span class="_ _8"></span><span class="ff6">No <span class="_ _7"></span>caso <span class="_ _7"></span>de <span class="_ _7"></span>uma <span class="_ _7"></span>chave <span class="_ _7"></span>privada <span class="_ _7"></span>da <span class="_ _7"></span>AC <span class="_ _7"></span>Raiz <span class="_ _7"></span>ou ACs <span class="_ _7"></span>subse<span class="_ _7"></span>quentes <span class="_ _7"></span>ser <span class="_ _7"></span>comprometida, perdida </span></span></div><div class="t m0 x4 h8 y1e1 ff6 fs0 fc0 sc0 ls0 ws0">ou destruída:  </div><div class="t m0 x2e h4 y1e2 ff6 fs0 fc0 sc0 ls1 ws0">a)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ff6">todos <span class="_ _7"></span>os <span class="_ _c"></span>usuários <span class="_ _c"></span>que <span class="_ _c"></span>receberam <span class="_ _c"></span>um <span class="_ _c"></span>certificado <span class="_ _c"></span>deverão <span class="_ _c"></span>ser <span class="_ _7"></span>noti<span class="_ _7"></span>ficados <span class="_ _7"></span>o <span class="_ _c"></span>mais <span class="_ _c"></span>rapidamente </span></span></div><div class="t m0 x2f h8 y200 ff6 fs0 fc0 sc0 ls0 ws0">possível; e </div><div class="t m0 x2e h4 y454 ff6 fs0 fc0 sc0 ls0 ws0">b)<span class="ff5"> <span class="_ _2a"> </span></span>um  novo  par  de  chaves  da  AC  deve  ser  gerado  ou  uma  hierarquia  alternativa  de  AC </div><div class="t m0 x2f h8 y455 ff6 fs0 fc0 sc0 ls0 ws0">existente deve ser usada para gerar novos certificados. </div><div class="t m0 x4 h4 y456 ff6 fs0 fc0 sc0 ls0 ws0">5.7.3.2<span class="ff5"> <span class="_ _8"></span><span class="ff6">Demais pr<span class="_ _7"></span>ocedimentos estão descritos no PCN da AC Raiz. </span></span></div><div class="t m0 x4 h4 y457 ff6 fs0 fc0 sc0 ls0 ws0">5.7.4<span class="ff5"> <span class="_ _2d"> </span></span>Capacidade de continuidade de negócio após desastre </div><div class="t m0 x4 h4 y458 ff6 fs0 fc0 sc0 ls0 ws0">5.7.4.1<span class="ff5"> <span class="_ _8"></span><span class="ff6">A <span class="_ _2"> </span>equipe <span class="_ _2"> </span>de <span class="_ _2"> </span>infraestrutura <span class="_ _2"> </span>e <span class="_ _2"> </span>segurança <span class="_ _2"> </span>u<span class="_ _7"></span>sará <span class="_ _2"> </span>todos <span class="_ _2"></span>os <span class="_ _2"></span>meios <span class="_ _2"> </span>razoáveis <span class="_ _2"></span>para <span class="_ _2"> </span>monitorar <span class="_ _2"> </span>a </span></span></div><div class="t m0 x4 h8 y459 ff6 fs0 fc0 sc0 ls0 ws0">instalação <span class="_ _c"></span>da <span class="_ _6"></span>AC <span class="_ _c"></span>Raiz <span class="_ _c"></span>após <span class="_ _6"></span>um <span class="_ _6"></span>desastre <span class="_ _c"></span>natural <span class="_ _c"></span>ou <span class="_ _6"></span>outro <span class="_ _c"></span>ti<span class="_ _7"></span>po <span class="_ _c"></span>de <span class="_ _c"></span>desas<span class="_ _7"></span>tre, <span class="_ _c"></span>a <span class="_ _c"></span>fi<span class="_ _7"></span>m <span class="_ _c"></span>de <span class="_ _c"></span>prot<span class="_ _7"></span>eger <span class="_ _c"></span>contra </div><div class="t m0 x4 h8 y3b ff6 fs0 fc0 sc0 ls0 ws0">perdas, danos adicionais e roubo de materiais e informações confidenciais. </div><div class="t m0 x4 h4 y45a ff6 fs0 fc0 sc0 ls0 ws0">5.7.4.2<span class="ff5"> <span class="_ _8"></span><span class="ff6">O <span class="_ _b"></span>Plano <span class="_ _a"></span>de <span class="_ _b"></span>Recuperação <span class="_ _a"></span>de <span class="_ _a"></span>Desastres<span class="_ _7"></span> <span class="_ _a"></span>junto <span class="_ _a"></span>com <span class="_ _b"></span>o <span class="_ _a"></span>Plano <span class="_ _a"></span>de <span class="_ _b"></span>Continuidade <span class="_ _a"></span>dos <span class="_ _a"></span>Negócios, </span></span></div><div class="t m0 x4 h8 y45b ff6 fs0 fc0 sc0 ls0 ws0">conforme <span class="_ _6"></span>descrito <span class="_ _5"></span>no <span class="_ _6"></span>item <span class="_ _6"></span>5.7.1, <span class="_ _5"></span>estabelece <span class="_ _6"></span>procedimentos <span class="_ _6"></span>para <span class="_ _5"></span>que <span class="_ _6"></span>as <span class="_ _6"></span>informações <span class="_ _5"></span>sobre <span class="_ _6"></span>o <span class="_ _6"></span>status </div><div class="t m0 x4 h8 y45c ff6 fs0 fc0 sc0 ls0 ws0">de certificados estejam disponíveis 24 horas por dia, 365 dias por ano. </div><div class="t m0 x4 h22 y45d ff7 fs0 fc0 sc0 ls0 ws0">5.8<span class="ff11"> <span class="_ _25"> </span></span>Extinção da AC Raiz  </div><div class="t m0 x4 h8 y3a4 ff6 fs0 fc0 sc0 ls0 ws0">No  caso <span class="_ _21"> </span>da  necessidade  de <span class="_ _21"> </span>encerrar  a <span class="_ _21"> </span>operação  da  AC<span class="_ _0"></span>  Raiz,  o <span class="_ _21"> </span>impacto  da <span class="_ _21"> </span>rescisão  deve <span class="_ _21"> </span>ser </div><div class="t m0 x4 h8 y45e ff6 fs0 fc0 sc0 ls0 ws0">minimizado <span class="_ _2"> </span>o <span class="_ _21"> </span>máximo <span class="_ _b"></span>possí<span class="_ _7"></span>vel, <span class="_ _2"> </span>levando <span class="_ _21"> </span>em <span class="_ _2"></span>conta <span class="_ _2"></span>a <span class="_ _2"> </span>prevalência <span class="_ _2"> </span>de <span class="_ _21"> </span>circunstâncias. <span class="_ _2"></span>Neste <span class="_ _2"> </span>caso, </div><div class="t m0 x4 h8 y3f ff6 fs0 fc0 sc0 ls0 ws0">deverão ser tomadas, no mínimo, as seguintes providências: </div><div class="t m0 x2e h4 y45f ff6 fs0 fc0 sc0 ls1 ws0">a)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ff6">realizar a notificação de todas as entidades integrantes da ICP-Brasil; </span></span></div><div class="t m0 x2e h4 y460 ff6 fs0 fc0 sc0 ls0 ws0">b)<span class="ff5"> <span class="_ _2a"> </span></span>garantir <span class="_ _21"> </span>que <span class="_ _21"> </span>qualquer <span class="_ _21"> </span>interrupção <span class="_ _21"> </span>causada <span class="_ _21"> </span>pelo <span class="_ _21"> </span>término <span class="_ _21"> </span>da <span class="_ _21"> </span>AC <span class="_ _21"> </span>Raiz <span class="_ _2"> </span>sej<span class="_ _7"></span>a <span class="_ _21"> </span>minimizada <span class="_ _21"> </span>o </div><div class="t m0 x2f h8 y461 ff6 fs0 fc0 sc0 ls0 ws0">máximo possível;  </div><div class="t m0 x2e h4 y462 ff6 fs0 fc0 sc0 ls1 ws0">c)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ff6">garantir que os registros arquivados da AC Raiz sejam mantidos; </span></span></div><div class="t m0 x2e h4 y463 ff6 fs0 fc0 sc0 ls0 ws0">d)<span class="ff5"> <span class="_ _2a"> </span></span>garantir <span class="_ _24"> </span>que <span class="_ _24"> </span>os <span class="_ _24"> </span>serviços <span class="_ _4"> </span>de <span class="_ _24"> </span>informações <span class="_ _24"> </span>de <span class="_ _24"> </span>estado <span class="_ _24"> </span>de <span class="_ _24"> </span>certificados <span class="_ _24"> </span>sejam <span class="_ _24"> </span>fornecidos <span class="_ _24"> </span>e </div><div class="t m0 x2f h8 y464 ff6 fs0 fc0 sc0 ls0 ws0">mantidos pelo período aplicável; </div><div class="t m0 x2e h4 y465 ff6 fs0 fc0 sc0 ls1 ws0">e)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ff6">manter a <span class="_ _7"></span>operação da <span class="_ _7"></span>AC Raiz pelo <span class="_ _7"></span>período mínimo <span class="_ _7"></span>de 1 <span class="_ _7"></span>(um) ano <span class="_ _7"></span>após a notificação <span class="_ _7"></span>de sua </span></span></div><div class="t m0 x2f h8 y466 ff6 fs0 fc0 sc0 ls0 ws0">extinção, salvo em casos de sucessão; </div><div class="t m0 x2e h4 y467 ff6 fs0 fc0 sc0 ls1a ws0">f)<span class="ff5 ls0"> <span class="_ _23"> </span><span class="ff6">ajudar <span class="_ _5"></span>com <span class="_ _5"></span>a <span class="_ _5"></span>transferência <span class="_ _5"></span>ordenada <span class="_ _5"></span>de <span class="_ _5"></span>serviços <span class="_ _6"></span>e <span class="_ _5"></span>registros <span class="_ _5"></span>opera<span class="_ _7"></span>cionais <span class="_ _5"></span>para <span class="_ _6"></span>um <span class="_ _5"></span>sucessor </span></span></div><div class="t m0 x2f h8 y3ca ff6 fs0 fc0 sc0 ls0 ws0">da AC Raiz, se houver; </div><div class="t m0 x2e h4 y3cb ff6 fs0 fc0 sc0 ls0 ws0">g)<span class="ff5"> <span class="_ _2a"> </span></span>garantir <span class="_ _24"> </span>que <span class="_ _4"> </span>seja <span class="_ _24"> </span>mantido <span class="_ _4"> </span>um <span class="_ _24"> </span>processo <span class="_ _24"> </span>de <span class="_ _4"> </span>revogação <span class="_ _24"> </span>de <span class="_ _4"> </span>todos <span class="_ _24"> </span>os <span class="_ _24"> </span>certificados <span class="_ _4"> </span>digitais </div><div class="t m0 x2f h8 y468 ff6 fs0 fc0 sc0 ls0 ws0">emitidos pela AC Raiz; e </div><div class="t m0 x2e h4 y3cd ff6 fs0 fc0 sc0 ls0 ws0">h)<span class="ff5"> <span class="_ _2a"> </span></span>armazenar os dados da AC Raiz pelo período previsto na legislação. </div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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"/><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y2c ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2d w5 h9"><div class="t m0 x9 h8 y2e ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xa y2d w6 h9"><div class="t m0 xb ha y2f ff7 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y30 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y31 ff8 fs3 fc0 sc0 ls0 ws0">Declaração de Práticas de Certificaçã<span class="_ _7"></span>o da Autoridade Certificadora<span class="_ _7"></span> Raiz da ICP-Brasil <span class="ff9">–</span> <span class="lsb">DO</span>C-ICP-<span class="ls9">01</span> <span class="lsc">v.</span>6<span class="lsa">.0<span class="_ _7"></span></span> <span class="_ _d"></span> <span class="_ _e"> </span> <span class="_ _e"> </span> <span class="_ _e"> </span><span class="ffa ls9">42</span> </div><div class="t m0 x4 h22 y72 ff7 fs0 fc0 sc0 ls0 ws0">5.9<span class="ff11"> <span class="_ _25"> </span></span>Programa de segurança da <span class="ls2">AC </span>Raiz </div><div class="t m0 x4 h4 y1bf ff6 fs0 fc0 sc0 ls0 ws0">5.9.1<span class="ff5"> <span class="_ _1"> </span></span>O <span class="_ _5"></span>programa <span class="_ _5"></span>de <span class="_ _5"></span>segurança <span class="_ _5"></span>da <span class="_ _5"></span>AC <span class="_ _5"></span>Raiz <span class="_ _5"></span>da <span class="_ _5"></span>ICP<span class="_ _7"></span>-Brasil <span class="_ _5"></span>inclui <span class="_ _5"></span>uma <span class="_ _5"></span>Avaliação <span class="_ _5"></span>de <span class="_ _5"></span>Risco <span class="_ _5"></span>anual </div><div class="t m0 x4 h8 y1c0 ff6 fs0 fc0 sc0 ls0 ws0">que: </div><div class="t m0 x2e h4 y469 ff6 fs0 fc0 sc0 ls1 ws0">a)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ff6">identifica <span class="_ _30"> </span>ameaças <span class="_ _30"> </span>internas <span class="_ _1d"> </span>e <span class="_ _30"> </span>externas <span class="_ _30"> </span>pre<span class="_ _7"></span>visíveis <span class="_ _30"> </span>que <span class="_ _30"> </span>podem <span class="_ _30"> </span>resultar <span class="_ _1d"> </span>em <span class="_ _30"> </span>acesso <span class="_ _30"> </span>não </span></span></div><div class="t m0 x2f h8 y46a ff6 fs0 fc0 sc0 ls0 ws0">autorizado, <span class="_ _3"> </span>divulgação, <span class="_ _1d"> </span>uso <span class="_ _2a"> </span>indevido, <span class="_ _1d"> </span>alter<span class="_ _7"></span>ação <span class="_ _1d"> </span>ou <span class="_ _3"> </span>destruição <span class="_ _3"> </span>de <span class="_ _2a"> </span>quaisquer <span class="_ _3"> </span>dados <span class="_ _3"> </span>de </div><div class="t m0 x2f h8 y46b ff6 fs0 fc0 sc0 ls0 ws0">certificados ou processos de gerenciamento de certificados; </div><div class="t m0 x2e h4 y46c ff6 fs0 fc0 sc0 ls1 ws0">a)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ff6">avalia <span class="_ _2b"> </span>a <span class="_ _2b"> </span>probabilidade <span class="_ _2b"> </span>e <span class="_ _2e"> </span>possíveis <span class="_ _2b"> </span>danos <span class="_ _2b"> </span>causados <span class="_ _2b"> </span>por <span class="_ _2b"> </span>essas <span class="_ _2e"> </span>ameaças, <span class="_ _2b"> </span>levando <span class="_ _2b"> </span>em </span></span></div><div class="t m0 x2f h8 y4b ff6 fs0 fc0 sc0 ls0 ws0">consideração <span class="_ _5"></span>a <span class="_ _a"></span>sensibilidade <span class="_ _5"></span>dos <span class="_ _a"></span>dados <span class="_ _5"></span>de <span class="_ _a"></span>certificado <span class="_ _5"></span>e <span class="_ _a"></span>os <span class="_ _5"></span>processos <span class="_ _5"></span>de <span class="_ _a"></span>gerenciamento <span class="_ _5"></span>de </div><div class="t m0 x2f h8 y46d ff6 fs0 fc0 sc0 ls0 ws0">certificados; e </div><div class="t m0 x2e h4 y46e ff6 fs0 fc0 sc0 ls0 ws0">b)<span class="ff5"> <span class="_ _2a"> </span></span>avalia <span class="_ _4"> </span>a <span class="_ _24"> </span>suficiência  das  políticas,  proc<span class="_ _7"></span>edimentos,  sistemas <span class="_ _4"> </span>de <span class="_ _4"> </span>inf<span class="_ _7"></span>ormação,  tecnologia <span class="_ _4"> </span>e </div><div class="t m0 x2f h8 y46f ff6 fs0 fc0 sc0 ls0 ws0">outras providências que a ICP-Brasil tem em vigor para combater tais ameaças. </div><div class="t m0 x4 h4 y42e ff6 fs0 fc0 sc0 ls0 ws0">5.9.2<span class="ff5"> <span class="_ _1"> </span></span>Com <span class="_ _2"> </span>base <span class="_ _21"> </span>na <span class="_ _2"> </span>Avaliação <span class="_ _21"> </span>de <span class="_ _2"> </span>Riscos, <span class="_ _21"> </span>a <span class="_ _2"> </span>AC <span class="_ _2"> </span>Raiz <span class="_ _21"> </span>da <span class="_ _2"> </span>ICP<span class="_ _7"></span>-Brasil <span class="_ _21"> </span>desenv<span class="_ _0"></span>olve, <span class="_ _21"> </span>implementa <span class="_ _2"></span>e </div><div class="t m0 x4 h8 y42f ff6 fs0 fc0 sc0 ls0 ws0">mantém <span class="_ _c"></span>um <span class="_ _6"></span>Plano <span class="_ _6"></span>de <span class="_ _6"></span>Segurança <span class="_ _c"></span>que <span class="_ _6"></span>consiste <span class="_ _6"></span>em <span class="_ _c"></span>procedimentos, <span class="_ _6"></span>medidas <span class="_ _6"></span>e <span class="_ _c"></span>produtos <span class="_ _6"></span>de <span class="_ _6"></span>segurança </div><div class="t m0 x4 h8 y470 ff6 fs0 fc0 sc0 ls0 ws0">projetados <span class="_ _2"></span>para <span class="_ _b"></span>alcançar <span class="_ _2"> </span>os <span class="_ _2"></span>objetivos <span class="_ _2"></span>estabelecidos <span class="_ _b"></span>acima <span class="_ _2"> </span>e <span class="_ _2"></span>para <span class="_ _2"></span>gerenciar <span class="_ _b"></span>e <span class="_ _2"> </span>controlar <span class="_ _2"></span>os <span class="_ _2"></span>riscos </div><div class="t m0 x4 h8 y471 ff6 fs0 fc0 sc0 ls0 ws0">identificados durante o processo de Avaliação de Riscos. </div><div class="t m0 x4 h4 y472 ff6 fs0 fc0 sc0 ls0 ws0">5.9.3<span class="ff5"> <span class="_ _1"> </span></span>O Plano de Segurança <span class="_ _7"></span>inclui salvaguardas administrativas, organizacionais, técnicas e físicas </div><div class="t m0 x4 h8 y473 ff6 fs0 fc0 sc0 ls0 ws0">apropriadas à sensibilidade dos dados de certificado e do processo de gerenciamento de certificados. </div><div class="t m0 x4 h8 y474 ff6 fs0 fc0 sc0 ls0 ws0">O <span class="_ _6"></span>Plano <span class="_ _6"></span>de <span class="_ _5"></span>Segurança <span class="_ _6"></span>também <span class="_ _6"></span>leva <span class="_ _5"></span>em <span class="_ _6"></span>conta <span class="_ _6"></span>a <span class="_ _5"></span>tecnologia <span class="_ _c"></span>dispo<span class="_ _7"></span>nível <span class="_ _6"></span>e <span class="_ _6"></span>o <span class="_ _5"></span>custo <span class="_ _5"></span>de <span class="_ _6"></span>implementação </div><div class="t m0 x4 h8 y475 ff6 fs0 fc0 sc0 ls0 ws0">das <span class="_ _5"></span>medidas <span class="_ _5"></span>de <span class="_ _5"></span>controle <span class="_ _5"></span>e <span class="_ _5"></span>implementa <span class="_ _5"></span>um <span class="_ _5"></span>nível <span class="_ _5"></span>aceitável <span class="_ _a"></span>de <span class="_ _5"></span>segurança <span class="_ _6"></span>apr<span class="_ _7"></span>opriado <span class="_ _5"></span>aos <span class="_ _5"></span>danos <span class="_ _5"></span>que </div><div class="t m0 x4 h8 y476 ff6 fs0 fc0 sc0 ls0 ws0">podem resultar de uma violação de segurança e da criticidade dos dados a serem protegidos.  </div><div class="t m0 x4 h21 y477 ff7 fs1 fc0 sc0 ls0 ws0">6<span class="ff11"> <span class="_ _22"> </span></span>CONTROLES TÉCNICOS DE SEGURANÇA <span class="_ _7"></span> </div><div class="t m0 x4 h8 y478 ff6 fs0 fc0 sc0 ls0 ws0">Compete <span class="_ _c"></span>à <span class="_ _c"></span>AC <span class="_ _7"></span>Ra<span class="_ _7"></span>iz <span class="_ _c"></span>acompanhar <span class="_ _c"></span>a <span class="_ _c"></span>evolução <span class="_ _c"></span>tecnológica <span class="_ _c"></span>e, <span class="_ _c"></span>quando <span class="_ _c"></span>necessário, <span class="_ _c"></span>atualizar <span class="_ _c"></span>os <span class="_ _c"></span>padrões </div><div class="t m0 x4 h8 y479 ff6 fs0 fc0 sc0 ls0 ws0">e <span class="_ _5"></span>algoritmos <span class="_ _5"></span>criptográficos <span class="_ _5"></span>utilizados <span class="_ _a"></span>na <span class="_ _5"></span>ICP-Brasil, <span class="_ _5"></span>regulamento <span class="_ _a"></span>editado <span class="_ _5"></span>por <span class="_ _5"></span>instrução <span class="_ _5"></span>normativa </div><div class="t m0 x4 h8 y47a ff6 fs0 fc0 sc0 ls0 ws0">da AC Raiz .  </div><div class="t m0 x4 h22 y47b ff7 fs0 fc0 sc0 ls0 ws0">6.1<span class="ff11"> <span class="_ _25"> </span></span>Geração e Instalação do Par de Chaves  </div><div class="t m0 x4 h4 y47c ff6 fs0 fc0 sc0 ls0 ws0">6.1.1<span class="ff5"> <span class="_ _2d"> </span></span>Geração do par de chaves  </div><div class="t m0 x4 h4 y47d ff6 fs0 fc0 sc0 ls0 ws0">6.1.1.1<span class="ff5"> <span class="_ _8"></span><span class="ff6">O <span class="_ _a"></span>par <span class="_ _a"></span>de <span class="_ _a"></span>chaves <span class="_ _a"></span>criptográficas <span class="_ _5"></span>da <span class="_ _a"></span>AC <span class="_ _a"></span>Raiz <span class="_ _a"></span>é <span class="_ _5"></span>ge<span class="_ _7"></span>rado <span class="_ _a"></span>pela <span class="_ _5"></span>própria <span class="_ _a"></span>AC <span class="_ _a"></span>Raiz, <span class="_ _a"></span>em <span class="_ _b"></span><span class="ff8">hardware</span> </span></span></div><div class="t m0 x4 h8 y47e ff6 fs0 fc0 sc0 ls0 ws0">específico,  conforme  regulamento  editado  por  instrução  normativa  da  AC  Raiz  que  defina  os<span class="_ _7"></span> </div><div class="t m0 x4 h8 y47f ff6 fs0 fc0 sc0 ls0 ws0">padrões e algoritmos criptográficos da ICP-Brasil. </div><div class="t m0 x4 h4 y37e ff6 fs0 fc0 sc0 ls0 ws0">6.1.1.2<span class="ff5"> <span class="_ _8"></span><span class="ff6">O <span class="_ _a"></span>par <span class="_ _5"></span>de <span class="_ _5"></span>chaves <span class="_ _a"></span>criptográficas <span class="_ _5"></span>de <span class="_ _a"></span>uma <span class="_ _5"></span>AC <span class="_ _5"></span>de <span class="_ _5"></span>nível <span class="_ _a"></span>imediatamente <span class="_ _5"></span>subsequente <span class="_ _5"></span>ao <span class="_ _5"></span>da <span class="_ _a"></span>AC </span></span></div><div class="t m0 x4 h8 y37f ff6 fs0 fc0 sc0 ls0 ws0">Raiz <span class="_ _30"> </span>é <span class="_ _1d"> </span>gerado <span class="_ _30"> </span>pela <span class="_ _1d"> </span>própria <span class="_ _30"> </span>AC, <span class="_ _30"> </span>após <span class="_ _1d"> </span>o <span class="_ _30"> </span>deferimento <span class="_ _1d"> </span>do <span class="_ _30"> </span>seu <span class="_ _1d"> </span>pedido <span class="_ _30"> </span>de <span class="_ _30"> </span>credenciamento <span class="_ _1d"> </span>e <span class="_ _30"> </span>a </div><div class="t m0 x4 h8 y380 ff6 fs0 fc0 sc0 ls0 ws0">consequente autorização de funcionamento no âmbito da ICP-Brasil. </div><div class="t m0 x4 h4 y480 ff6 fs0 fc0 sc0 ls0 ws0">6.1.1.3<span class="ff5"> <span class="_ _8"></span><span class="ff6">Os <span class="_ _5"></span>algoritmos <span class="_ _6"></span>e <span class="_ _6"></span>dispositivos <span class="_ _6"></span>criptográficos <span class="_ _6"></span>a <span class="_ _5"></span>serem <span class="_ _6"></span>utilizados <span class="_ _6"></span>para <span class="_ _6"></span>as <span class="_ _5"></span>chaves <span class="_ _6"></span>criptográficas </span></span></div><div class="t m0 x4 h8 y481 ff6 fs0 fc0 sc0 ls0 ws0">da AC Raiz estão definidos em regulamento editado por instrução normativa da AC Raiz..  </div><div class="t m0 x4 h4 y482 ff6 fs0 fc0 sc0 ls0 ws0">6.1.2<span class="ff5"> <span class="_ _2d"> </span></span>Entrega da chave privada à entidade  </div><div class="t m0 x4 h8 y483 ff6 fs0 fc0 sc0 ls0 ws0">Não se aplica.  </div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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ZGxvTplZUQnRjmu49MaZP87FVQgaJiiXTSPH3+cEJBSIuIUJFjBH/pEGq7QKNQAVGmqH/vxvSaljK40F0JAQoHj6jvf7KyN31Ry+K7vny+y1zgSF5AgdlPYLd3H/23ozGhNWKG55t1t36zI21xqqDKLksz8KFgkVMqskzpqfOchU7NHjUnrpwTBZwkkK/ENZ/YtP75xzcmtZbY6iZH3djMClSxEi2G39LnqiStmRgsh7r83gzTi49kN3OLrJN7Z6+pnRtzVDpqHPP1QAkAkJAQoNVZLDuh9VnqRC7f2vzoEFAAoET9rr9Ez77wEhYxmklbm77h3/fxiXgVCE3dcxvUrT2/pGpe+6MjqAxUnG8AGCKDy92wO/YBkZnK+XPXh8ZWfHFs1rFOvZ4bcNTK1rwjOhD47yStPbn111393VB7jSBRwAxWZFXIx1L168OsFR1bO7Xf934bcpnZtYuFAZ+xVPvY+AEC1bGwfhhmdNfPIFUniQHagSsk0b/MnVoXssew7oYAr43KeGfmn5gs3EsC60j23/O/ZYmuV1+iJwEZ2G/zYz29trcxtQFtApep7fQSZ0aaKQ1O+f+LN3Uu4S80vObbxxlXPbq0+KgucEP3Zix48ECFUc+MLuxe9uGWhvU0JB7F1+gbxUO3pK76+H126R+a83tpQaaqtkxu8lSCByPH6zJFvjX8kQlA3f22J0XM/vWcSbG7lMZwIxIRGLj68PlAajxoUCSHRoaIGASostdUWveRjCJoF+/PbPh2d1n9AXBcT2V/Z+aVdIJeH4gRayYWpWSN66tI5UUF92f7KE4dq83nTMBBHeGPvtwnhsff2ndJWqRJiqwQfAAySeUfl0cAOYCPnw8bE58wecN21nYcFtRUdocFuaQygO/QaITKiKEXYMVNNk+KmplnVPzxzwbXPdYtKcdDddqC1+TvuWDnPd6ga0PbD6R0D4rL2lJ04UpffNOddNPI9vae8MeYh5rSr0Ary9d/9fXXxTlcKJhJAA7M9v/Hj67qOTNBE/u7ot6Ylh8df32d8TqeuzJ+114zqYARZqoShqX1CRNXmsweKa8oGxWQbG/TVFoMMnCNw5ByBAGIU4V/PeKlzaHyjn64guCZjSE9d5x3VR31J8NP6UgIoMVTI3kKDDCBEqW6MRiCAGoR7el+rFTRNj00EAAJhraGuw6LvRLnAUHrf+pdVII5K7j+nz7VXZgzUCsoWBoAAAR7pc+O8EbPUTIEAdpL15oYIjVbiskW21ZmNJpu51massxga7OZIpTYzNA4dkXMEK5eLDJUnas5aud2vjVZuquEAOk2EAF6WGUkM3t675Ex9ef+4LomhMQmhuki1Nieh65WdB6qYIxG8SYbaMBh7Lugz8umav7ocHMEM0prinesLd42OyVl608thgqp55RNH2keH3BLClI6+qlCMDYkAIKUghAjKaKXW5ZE5rQ4OUGat31V0ZH9J3urTWw/UnLQLxANEO+1cQoAhKb0T1NFnbdVusxEBwIz2b05v+Ob0Bke2PgIoZZag0XWLTp3Zd/LkrsNCQERs4zB4q9FP1OhmZI1uXHaIqEGyVDbU7i7JLZZqyZ+ekRhtqNq/7uT26dkjmx1UHJzYI0Yd3ryGkhFq5IbTVcWb8vdsLNx7oCyvkutlJI7k6g0246SEgmJkSv/PT/0AAWywxqCmWZRP2yvyyyt+XLPnsp3dXx3/50HxXfH8op+u7TR/1P3u0VQiAoR6u2nx0Z//tWPRGXOFb8dkRp8eWjk1ewS4VaP0Zk44TOs2RgA/BIIMfEdJ7rr8nSdqzx6sPnWmtsyKktNUd5jN7mWzsTleGAGeG3Z3vdW4tnCnDWVoyX4gABujzbW5k7579KnBd97dd1K4qD5v6GNj2UU3lx0AohShs/pMsnHp4U1v+N0wt7viaI29AQJHYjWk6JvU1fdTC7f/fcP7H+QutzaCJXhTRAxAlFmqJnZocp9D9QX7qvOa6ULniITvrnvx4wMrX9j0aaVskBj3IQw8oxEIAFAlGR779Z2DpSc+nPS4oo3iRW1cIcYuBXRH9HZTvcUYwpSBCBAViTptlO81X9r2+dtH/se9s04ICaNE7eiU/pd16pEW3qlXbEZGZKKCiTeteK559B0M5Zy+19zUY2yxvvJw5am8uqIKU12BofRMfVmhscJoN8vIuc+GF5nRVyfX31s2dXBC946FPgfaVn50/vYvAuWLO4pIEQR0eRVcCFV4T+oGsC88vIb7SfjBvpGZq296I14Z5ub7kARQazEEN4cpUqGJ1KX11KW5qzgTtx+rKjhaVfDloXUbyva55xohgI3xw5X55w19jmAFWWqiDIkAGmTLmhNb//rj2xWg9xsSIIQwMSRcHWqz2gLJvoCM+TAfRYbKSks9MD8B/Wu7jOik9Fqi0UK2gvrSQA9vtFuOVpyxkiQD58AlkDmRzGXivE9s51RtnEAYzlSD4roOisuemj3yxiVPrS/f22hEERAA82PR/i7oEwDsrjyW+cE09zIIkixbZLsNJDlAcqaDO+wf1zVKDC232lplNlTUV9tB8rv33S5LztQuIkS0k7yz7PjbexafMZUHWnglpCd+fGtL7VEvExkB+kZ0/m76S6na2MaN5KFMOTi5509le7lbZgsCxYdEnRf0GQDZSa7wqPbYlNHkTG71F2xjhLf1mCC2nh7pFBmjBFFCu6818/6B71Mi4q/KGioiKzfVvL9z6aLja+2MB4qncoAwUf3A0Bt/XT3PI3eRABD2Gk7evOzZ+eMezo5OEZlgtFsW7l/1yq4vJcGD1o3k6kFJPc6b7Ddjn/mzHNAh+lmK+IlZl5/D86Vo4xJDdCctpb6A1vKGuRtei/rpfYbMKJnNCtm1qwv9ph5JsoSA47MuS1BFFdlrvHpAANuqj479Ym5iqE4hiHUmQxU3uKB3DqfIcUa3sQmh0W2FfjvlMDcxtHGK8GcH3PHTzHd0Ku05XEgNwtwBMxRNif/ebkSVYKpgRpNSJiQgUHNhRHwfv/u0KxpqZODhqH5s8C1+L0gIZoV0ylZ+zFxchnovqQ9nmheGzP732LkCnReGOWjkEVAgjCBVv07Zr4x9KCem8zlvoEKAB/pdp0Dxb5vfM4C1GTdK4Gyorvuzo+9J1cbnfHq7SSF5fe2kvuRQdf5AXdYD/aZFqsP/uuHtKjJQS/QfEgFgNGneGf/4DdmjWZtu/PCDvgYVt/YYX8fNrbqQEhVhCo1WpdGpw2M0kclhcZnRSRGKEMEVkHb8HSqqZvWZZBb8OJlRXK0CX1cXRGT39psyOKnHypNbTtUXn6orrrbU27gdATWCMjYkKiMiIS2s04jknGEpvZUocqD/jHrwQO0p30E6UpTXV5epQDazx7iRKX03nd2fX196oq6wuKHKYDEZJZNFtnHOmcCUKEYotYlhsSna2MsTeo3LHBSrjmBuHVEAu7vn1WbyY/8MS+jtEMNBcdlzekzxAzqxMFEDgbNoWxvBCTpVrbkLB/qsqdIBAXAgxykiMhEAKABFT/Ir4AFjAW9NHBz5mB5YOM6OawUWHoYZBoOBF/rksmBagb6fhAv3jFm3K7niSS2eyOeR9e+FZuPtGtcWbMVYN/YWsZnn9+6eFztCgSB21atpxqf0uCkG2FfmNSFABqqzNZQbq0/VFhfoy0qMVZWWugbJYrJbbbKdgFRMEapQh4jquJCoZG1sZkRCF11qXGiUVlQ7eCGvJP9GotjrdaCB932XEwFAgHCxV146BDM1PYbBU2iaJ/AcP/RK0vaWOi8zzDGkAXf1kfNwvWqbcWfJkU/3LvulcL+RrG6clCMqiv6XQQKlLEQrtNOyR80eOK1rZJIaRQwyyHXRNP/oc6CTdcWrT21fW7B9R1muQTLJ2Kr6Qk3ihgRKEhJCdVemDrwmY+io9P7hipBL8Luh7yaOHOiksezjXd9/eHCZgVlbsgadPEKQFjAj6BOW/vpVj16e0FMF7BL6jbJPAMgBlp389f41r1SQ3m/iefBABxwuglCumJw5/NVxDyZpoi+h70S/0Fj11IYPlp7ZbHKmY/hT0AQiYaigTtTGxIfqwpSaMGWISlACoF22G+wmvc1UYqgoNlaZuJUHNkeQoLM24Z5e107pekWXyER2sa4ETXpfBvri6I/3/PCyjcm+PImCY5JSNzy57/SeY69I7RsmqgXHKQ/e9AJJQFXW+nV5OxYdXLW/Mk+PFh7AlkGAMFn52eTnpmYNw4scfQCwAU1Z8vi60p1u2KPIWRwLf3zobXfkTNYKKocDEmBiNL3nyDAsMJT9e9PCr06stwrceQCUxzGzHIClq2L/N2N+78g0hnhRow8AR6rP3Lzi2SP6MwSQrI69pdvYGdmju8WmhzAFQFDweOXgc6Cz+oqdpUe/yF33Q+EuG3LP4n5ARBGo+cewe+7rN1WB7KJGnwBKrLW3f/tMui759Ql/DhfUbSWQEvBfig/OXv2vfEs5AHP45Y0hAYWMT/S/7e/D79A43YKLE30iQDTYTEpBoRJEoLYs80EA+fqyd/ct/f7ELwXmCvJONMeh8T0/nPBEt6iUi9XbouYd/rZpNbJpytePbanJ9bJhEWhcp4ErZsxXXhzeAPPvQkH70gHRQsj8Kx+MIrXXpksC+Llk35e566WL40gEYd68eefjvpSkjZnSdSS3y4eqTskgu4gs5Iz/dHqn3twwLKWvgjGCC9kSwvNbO4sDPbD+tQ+PrfCiAUWOi8Y/fXP3Kz0t1Ate8/zet8e5A6aHS6pGzeM0kBgtPvGz/AclRKmF/3cU2XeI/5aSI7esfK7IWu3+vhrEl0fcP0DX5Y84AAigFMQsXUqUMrSZIuTYQar2/Wf313/d+oFXpQd0uAV/RIUOiAS9w9OW3/yfZLUOAoTPfNH3MjnJsz5Pu0xTBKiyGKYt/duW6lyOHC6gMj4Z6rgFVz81MqkvYtCah4Ak4iIKbnuWUAYS2m0FJIACc9WYBfcW8KoLLP6VoYr9+fb3UzUx6BNDZr4sTYm1/rPDPzywcr4E3MX9ox3kOd+88NK2z0stde2kKFM1ujkDpzEOF1jo8Yyl8tZvny601JBjr4ObtIuNs58TEdChivwVJ379z4Fv0sM7cbf9HhxgW8XRz8o3HK8+++zwWekR8UJbTwMG8MDA60/UnFmct9HCbe5BTL9VA/2ed+7+aaC/waf6m9/jWwNdqvknQUfOC2tSqxxha/2xEYvmLJj41OiUHESfjBKZeLGplgMJADLAsC9mx2qits/8ROUoxwdgAXnA27cdg9J/DPnT7T2uEgjDVSFhCnXbEkEAIAMVm2qKjJUWyfoHFfYf83e+svu/MvMufJimjPn59vfTQ2LRXe9zoJe2ffGPHQtkdG3eRtAqNJd36jUx+bIHB03/dP+KJac3bS06aAKrcyM4YZom9snL77yj91VCG9HCrpg9uaWZ/OFUEAGgWbZ9dGD5G7u/KbBUuitRJEhVxT7Yf/r9/a/TCEqn3rdzOVGje374nAgxlKOT9TLazesLd+2rOUkAR+sKfyzcZQIruEq2RanCHrrsZslub7CZ2071u6ccAv4hXVwEAI2gfKj/9E0zP8xQx3kcCwB0xlb1xLYP3t271JE3xwBAZMLMnIm39hyvRNHj2+hM2/O9iVahuSdnyqwBU7SqELjU/NnQyeqoPw+6SeDMa/mQkd7cu/hUQwUAYaGh8tZl82SB7CQfrD5p4x6pv5HKsJSQ2FJzTZWlzp2OVzNFTkwXBpimjf9s8tMKYpdSpLyNR0CrbP/44Ip52z+tkRpceZSO/S+QoopZM/1VsdJQa7FZHJ5lb206AQFioamy0l4PAHU2Q53N4K4XUjVxMYowBJQsNgAoNJUYuTWKaf5QdJhbebGWVxdqKSXWWeDRLd3QgTGoBcXcftOA4C+b33aqdJdyLbRVLT6xEWXiVuDoyp8lIBnow+3frTq7ze/NHh54w4TMwe4FkJXAGOAfxEXyf+RfSzkCQQ1moJ/VS+Ypix//tfKQZ4oU3ddrqujyuBqz7BEBh6b2SY6K9Xvz7tFpGIC0+Ityd2UAAAlzSURBVEOoA0A6VFWwoWC3jUt9YjIvS+4VqQz1gs2RhmyWrT+f2Xu8plAiuV9c1hUpOSpBgT728Rl9+Q+nd9RY9L1jM8dnXuZaO5u+mFuVf9ZQ5ruDPEYZLm4/e/iuFS82HubguHcVN+jJ5OfpEeIgPJw1lRZUSmztnPeSnccQYofVMo5mR1qXv/PuVf+sIiMACBwzVXFLbvh3n+h0wCYbFwHsSI9vfO+D3OWOjZgCx2cH3vH0sDs9SrNx6d/bv3xz19f1aCYEkbPJyYNfmfDnrND4xqybetly/7pXC6xVDpKzEWSlLEzKHCY8+dzT64p3aUJCCqwVpVJdDTXUUoMV7I1TQUGCo6yf48cNYK2hhga0ZsQkh4aEpEYnzOw10bV/oSOi31i7b2vJkVlrXnp979d6srgiaVDDG1bnbZE57xQWE6nWAqCV2749+vPjG99Zkr9JdlF+hLCzLFdvbsjSpUSqQjnAidqiuetf+zh3mZlJjqtxpOP6oq8OrlUKypxO2QKyk3UlM75/andtnnt5SQDUCdq3R/9lYuZgp7fFAcZ98+dN5Qe8hOb27Ks+mPD4X35686PDy9yxjVNFnpj9TShTNrKpBB130bUBX3Vq25/W/KuGGlz2iGd1SIIwrvpq6gvj0wc9/ctHrx74WkYZgHnG/AkJkzBy5W1vfntw3Tv7lugFmx/tQIgEE+IHzL/mkSfWvbW6aAd5rgmMYP7Q+/8y8AYEEgGg1mJYmruxzFTtKzRKEBXAlK5CfI2VRs2ydcGBVWoSp3YZHh8W3ZHPOjFz+7zNC97bt8Qo2J3z3ltMiBD1gvWBH+bfljP57f1LZOb0hMhrjBCKoe76pU+cMZZLgl8mHIkBEayr2Lt70X21dqPHFRCQoE9o2szeV2Ejyxau0m4vO5KnL3LX72qmSA/rlBASjQBJGl12ZMrp+hI7yADACIx28zObPpzde0p4iLYNkeIAe8qPrzm1rd5ilF31UNw1SKM+9PDgnUYANhnGbl/eV5n3Y/FuLgAEql3rerPAUvni9v8j/yezufgPgFPmMhDAc2uL90YVjlQp6b0uowJhbp/rH73sJp0q3PngDpat1mb88sAPEhICnNGXv3Po2+7RGVtv/0QNyAgJwQTSwHdvP8HLrojve13mCAQY0Cn78qQeQpvm/h3TF4/84r4K2dDeJ/QJHDSoakAreXKUfvhO52azwHtekQTOVKgwk6359PrZXSe9P+Ex92LUzh2jUUrtA4OmOe6wpfjIeweWIIAIyMiZqCwCc9SG7RuT9dDA612LVttqZ/mVzYt8RaZV3lMAfDxql4kcb8saf23PkbOW/bMWTe562atLCo6TU4eVmKt3Vh8NJA7I2bT0EfcMmXHH0mdKpIBHRkTJ6vsHXM+8S416DDvtLzv57bGf0iMTlVx0VOhvehRZSNREAdGp2uLOkYkM2maddSAjA3ywd/nXeT/RudQdwuYtrkZMGUGSSjdv2Kzbe00QgfWbtXDZ8U1v7Ps231zueQFCwstjerw4Ys7QpF5nDRV/Xv/m2uIdMnoUDmCE/aO73NJ97N29J4crQ1ZNf/X5LQt+LNxtJCu67elhAOMTBs4bMbtPTAZ6i4VPZJEDSCAX1JVlue1r4EAF9eVxYdGhrpJ1bWuPH609O3jhrAZmo3aznBSczep29bOjZndSRbgnwefWFd64+Mmj5qJGcBWcjYnv//l182JVYQ4nwAbyrcueX3p2c2NZM0ZwU+aVn0z6uwbFxjCLDHx31ckZS/5eaK8BcC7LI2J7rbnxjRD0e7SZz4lPPtEkd/Id2j7CTmQDmr3234vy1rpVQgUE6BKRHKuOdO3YbZooDsOLPDzTxnPAPN8nACCGLDYk8pbssdO7jfFNUieiesm8oWD318d+Omsoz4hInNnjqlFp/RrriDu6WmaqfX/f9/sqT1SZ9enhCVck9bml57gIhYaadlQ7199DVac/3L/sWN1Zuyz11XWeO2B6dlSyX/evQ+TzfHBwxcM/v+55WjrqmHbfrEVJ6shWn8/kE/NzO/28OTqHO5LaA+tTl94JitF1MPOsWZEVzy/0BJBXV/z0hvd9DqqnK1MHJKkjsTWHCQTJOPi3KIkYtrDJHINktBxeFWCLR6Sw8yv1pw1l96x9uZaZ3TQcAEA8C39s8M3YNgqOnNVq/dKB2OiBBXtant+aAYH5Rkco1n9Xzpvsy0Ar87ffv/LlEqp3S1tHAIjjoQunPjcwPhsDd7BVFlELC3mTSLf+rNkgPm/mO+Lvr2ocT7Ot9Mjdy/9Rh2aP+Uwkymze6DlXpvRz6csLOYNc/F0QbzyLGDnQydri7/N+eWv/khpm9iLfBcJH+t80u+81gnuJ5Evo/xbwXef3gAz06cFVj254q0GwkbfyRBVn9/S89vkrZokXTYw4CIvztx2wSUAyUaW5ftmJzf89vn5Hea7f6sc9w1JfHfngmPT+yg4cKjgf6ANZgdbmbRvTeZCGKQQA9D7Eyqk3vLhHDmAHeUvR4flbFm4pPWxkfkgoh3eZoYhZdfPr3SIvlq2KrUCfALaU5U7474PJ2rjRaQNn9BxzeXJvBTDRUSDWbRgcK6QMJAGdqC1cfnzz5jN7N5ceMjO7z5EsTR5iN03S/256tas24SJMSWkBfQIoaKiY8e3f9xhOOhJRRGJaUZ0aHp8YGqNVarSKEDUqCUACyShZGmzmCnNtoaGi2lxnx8YTrPzoLUbYIzx1UubQe/tNTQuLhwvp9N22Ql8Cftfyf/63YCNHDk3VZrGRVAnE6HoJu/s7jmMdHs6ZMW/kbA2KcBE3sRkHERH2lB3/Pn8TZ7zRfAF3xiuwlePzDgGgigvDkvpMzxo1LLl3D126iBd7gSSxOQeRoLC2PAxCbNxgRzo3xYAASKiWxGldRz054q6u4QkCuY6RoQvbl/rNmkcGKrPV/5q/b8H+lduKD1qYJDEKJqblODtGIWP3iLSbe40fmzW4Z1S6qvHIBgrm7N9LNo/LZpeI11iNpfqqk7WF+YayEmNVlaW+wW4xS1abbOcESkFQC0qNqNKpwxNCdSnauM6RSQnhMUnaGBVTwB8yGb9joO+XqGkcGDfqGuGSPLemBbvuOQaJyE+VdwbInFXCWh1n53BxlMNoK9lv2yYDMYKLVimdZ5vvIldT4vlGHy/mERAvyf7Fq3ku2TyX2iX0L6F/qV1C/xL6l9ol9C+hf6ldQv8S+pfaJfQvoX+ptVH7f2zA/k/CuUabAAAAAElFTkSuQmCC"/><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y2c ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2d w5 h9"><div class="t m0 x9 h8 y2e ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xa y2d w6 h9"><div class="t m0 xb ha y2f ff7 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y30 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y31 ff8 fs3 fc0 sc0 ls0 ws0">Declaração de Práticas de Certificaçã<span class="_ _7"></span>o da Autoridade Certificadora<span class="_ _7"></span> Raiz da ICP-Brasil <span class="ff9">–</span> <span class="lsb">DO</span>C-ICP-<span class="ls9">01</span> <span class="lsc">v.</span>6<span class="lsa">.0<span class="_ _7"></span></span> <span class="_ _d"></span> <span class="_ _e"> </span> <span class="_ _e"> </span> <span class="_ _e"> </span><span class="ffa ls9">43</span> </div><div class="t m0 x4 h4 y72 ff6 fs0 fc0 sc0 ls0 ws0">6.1.3<span class="ff5"> <span class="_ _2d"> </span></span>Entrega da chave pública para emissor de certificado  </div><div class="t m0 x4 h4 y171 ff6 fs0 fc0 sc0 ls0 ws0">6.1.3.1<span class="ff5"> <span class="_ _8"></span><span class="ff6">A <span class="_ _5"></span>AC <span class="_ _6"></span>de <span class="_ _6"></span>nível <span class="_ _5"></span>imediatamente <span class="_ _6"></span>subsequente <span class="_ _6"></span>ao <span class="_ _5"></span>da <span class="_ _6"></span>AC <span class="_ _6"></span>Raiz <span class="_ _6"></span>entr<span class="_ _7"></span>ega <span class="_ _6"></span>à <span class="_ _6"></span>AC <span class="_ _5"></span>Raiz <span class="_ _6"></span>cópia <span class="_ _6"></span>de <span class="_ _5"></span>sua </span></span></div><div class="t m0 x4 h8 y172 ff6 fs0 fc0 sc0 ls0 ws0">chave <span class="_ _5"></span>pública, <span class="_ _5"></span>em <span class="_ _5"></span>formato <span class="_ _5"></span>definido <span class="_ _5"></span>em <span class="_ _5"></span>regulamento <span class="_ _5"></span>editado <span class="_ _5"></span>por <span class="_ _5"></span>instrução <span class="_ _a"></span>normativa <span class="_ _5"></span>da <span class="_ _5"></span>AC <span class="_ _5"></span>Raiz </div><div class="t m0 x4 h8 y365 ff6 fs0 fc0 sc0 ls0 ws0">que defina os padrões e algoritmos criptográficos da ICP-Brasil.  </div><div class="t m0 x4 h4 y270 ff6 fs0 fc0 sc0 ls0 ws0">6.1.3.2<span class="ff5"> <span class="_ _8"></span><span class="ff6">Essa <span class="_ _2a"> </span>entrega <span class="_ _2a"> </span>é <span class="_ _2a"> </span>feita <span class="_ _2a"> </span>por <span class="_ _2a"> </span>representante <span class="_ _2a"> </span>legalmente <span class="_ _3"> </span>constituído <span class="_ _2a"> </span>da <span class="_ _2a"> </span>AC, <span class="_ _3"> </span>em <span class="_ _2a"> </span>cerimônia </span></span></div><div class="t m0 x4 h8 y3ce ff6 fs0 fc0 sc0 ls0 ws0">específica, <span class="_ _b"></span>em <span class="_ _b"></span>data <span class="_ _b"></span>e <span class="_ _b"></span>hora <span class="_ _b"></span>previamente <span class="_ _b"></span>estabelecidas <span class="_ _b"></span>pela <span class="_ _b"></span>AC <span class="_ _b"></span>Raiz. <span class="_ _b"></span>Todos <span class="_ _b"></span>os <span class="_ _b"></span>eventos <span class="_ _b"></span>ocorridos </div><div class="t m0 x4 h8 y3cf ff6 fs0 fc0 sc0 ls0 ws0">nessa cerimônia são registrados para fins de auditoria. </div><div class="t m0 x4 h4 y1e2 ff6 fs0 fc0 sc0 ls0 ws0">6.1.4<span class="ff5"> <span class="_ _2d"> </span></span>Entrega de chave pública da AC Raiz às terceiras partes </div><div class="t m0 x4 h4 y484 ff6 fs0 fc0 sc0 ls0 ws0">6.1.4.1<span class="ff5"> <span class="_ _8"></span><span class="ff6">A entrega do ce<span class="_ _7"></span>rtificado da AC Raiz para as ACs de nível imediatamente subsequente ao seu </span></span></div><div class="t m0 x4 h8 y150 ff6 fs0 fc0 sc0 ls0 ws0">é <span class="_ _b"></span>feita <span class="_ _2"></span>no <span class="_ _b"></span>momento <span class="_ _2"></span>da <span class="_ _b"></span>disponibilização <span class="_ _2"></span>do <span class="_ _b"></span>certificado <span class="_ _b"></span>da <span class="_ _2"></span>AC, <span class="_ _b"></span>utilizando<span class="_ _7"></span>-se <span class="_ _2"></span>para <span class="_ _b"></span>isto <span class="_ _b"></span>o <span class="_ _2"></span>formato </div><div class="t m0 x4 h8 y3d1 ff6 fs0 fc0 sc0 ls0 ws0">definido <span class="_ _2"> </span>em <span class="_ _2"> </span>regulamento <span class="_ _2"> </span>editado <span class="_ _2"> </span>por <span class="_ _2"> </span>instrução <span class="_ _2"> </span>normativa <span class="_ _2"> </span>da <span class="_ _2"> </span>AC <span class="_ _2"> </span>Raiz <span class="_ _21"> </span>que <span class="_ _2"></span>defina <span class="_ _2"></span>os <span class="_ _2"></span>padrões <span class="_ _2"></span>e </div><div class="t m0 x4 h8 y42d ff6 fs0 fc0 sc0 ls0 ws0">algoritmos criptográficos da ICP-Brasil.  </div><div class="t m0 x4 h4 y485 ff6 fs0 fc0 sc0 ls0 ws0">6.1.4.2<span class="ff5"> <span class="_ _8"></span><span class="ff6">A <span class="_ _7"></span>disponibilização do <span class="_ _7"></span>certificado da <span class="_ _7"></span>AC Raiz <span class="_ _7"></span>para os dema<span class="_ _7"></span>is usuários <span class="_ _7"></span>e partes da <span class="_ _7"></span>ICP<span class="_ _7"></span>-Brasil </span></span></div><div class="t m0 x4 h8 y486 ff6 fs0 fc0 sc0 ls0 ws0">é realizada por uma das seguintes formas:  </div><div class="t m0 x2e h4 y206 ff6 fs0 fc0 sc0 ls1 ws0">a)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ff6">no momento da disponibilização do certificado para seu titular; </span></span></div><div class="t m0 x2e h4 y487 ff6 fs0 fc0 sc0 ls0 ws0">b)<span class="ff5"> <span class="_ _2a"> </span></span>em diretório; </div><div class="t m0 x2e h4 y488 ff6 fs0 fc0 sc0 ls1 ws0">c)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ff6">na página web da AC Raiz ou das ACs e ACT integrantes da ICP-Brasil; ou </span></span></div><div class="t m0 x2e h4 y209 ff6 fs0 fc0 sc0 ls0 ws0">d)<span class="ff5"> <span class="_ _2a"> </span></span>por outros meios seguros definidos pelo CG da ICP-Brasil. </div><div class="t m0 x4 h4 y489 ff6 fs0 fc0 sc0 ls0 ws0">6.1.5<span class="ff5"> <span class="_ _2d"> </span></span>Tamanhos de chave  </div><div class="t m0 x4 h8 y1ee ff6 fs0 fc0 sc0 ls0 ws0">O <span class="_ _5"></span>tamanho <span class="_ _5"></span>das <span class="_ _a"></span>chaves <span class="_ _5"></span>criptográficas <span class="_ _5"></span>assi<span class="_ _7"></span>métricas <span class="_ _5"></span>da <span class="_ _5"></span>AC <span class="_ _a"></span>Raiz <span class="_ _5"></span>e <span class="_ _5"></span>das <span class="_ _a"></span>ACs <span class="_ _5"></span>de <span class="_ _5"></span>nível <span class="_ _5"></span>im<span class="_ _7"></span>ediatamente </div><div class="t m0 x4 h8 y1ef ff6 fs0 fc0 sc0 ls0 ws0">subsequente <span class="_ _a"></span>ao <span class="_ _a"></span>seu <span class="_ _a"></span>encontra-se <span class="_ _a"></span>definido <span class="_ _a"></span>em <span class="_ _a"></span>regulamento <span class="_ _a"></span>editado <span class="_ _a"></span>por <span class="_ _5"></span>instrução <span class="_ _a"></span>normativa <span class="_ _a"></span>da <span class="_ _a"></span>AC </div><div class="t m0 x4 h8 y41d ff6 fs0 fc0 sc0 ls0 ws0">Raiz que defina os padrões e algoritmos criptográficos da ICP-Brasil. </div><div class="t m0 x4 h4 y48a ff6 fs0 fc0 sc0 ls0 ws0">6.1.6<span class="ff5"> <span class="_ _2d"> </span></span>Geração de parâmetros de chaves assimétricas e verificação da qualidade dos parâmetros </div><div class="t m0 x4 h4 y48b ff6 fs0 fc0 sc0 ls0 ws0">6.1.6.1<span class="ff5"> <span class="_ _8"></span><span class="ff6">Os <span class="_ _6"></span>parâmetros <span class="_ _c"></span>de <span class="_ _c"></span>geração <span class="_ _c"></span>de <span class="_ _c"></span>chaves <span class="_ _c"></span>assimétricas <span class="_ _c"></span>da <span class="_ _c"></span>AC <span class="_ _c"></span>Raiz <span class="_ _6"></span>adotam <span class="_ _c"></span>o <span class="_ _c"></span>padrão <span class="_ _c"></span>definido <span class="_ _6"></span>em </span></span></div><div class="t m0 x4 h8 y48c ff6 fs0 fc0 sc0 ls0 ws0">regulamento  editado <span class="_ _21"> </span>por  instrução <span class="_ _21"> </span>normativa  da <span class="_ _21"> </span>AC  Raiz <span class="_ _21"> </span>que  defina <span class="_ _21"> </span>os  padrões  e <span class="_ _21"> </span>alg<span class="_ _7"></span>oritmos </div><div class="t m0 x4 h8 yca ff6 fs0 fc0 sc0 ls0 ws0">criptográficos da ICP-Brasil. </div><div class="t m0 x4 h4 y48d ff6 fs0 fc0 sc0 ls0 ws0">6.1.6.2<span class="ff5"> <span class="_ _8"></span><span class="ff6">Os  parâmetros <span class="_ _21"> </span>são <span class="_ _21"> </span>verificados <span class="_ _21"> </span>de <span class="_ _2"> </span>acor<span class="_ _7"></span>do <span class="_ _21"> </span>com <span class="_ _21"> </span>as <span class="_ _21"> </span>normas <span class="_ _21"> </span>referenciadas <span class="_ _21"> </span>em <span class="_ _21"> </span>regulamento </span></span></div><div class="t m0 x4 h8 y48e ff6 fs0 fc0 sc0 ls0 ws0">editado <span class="_ _5"></span>por <span class="_ _5"></span>instrução <span class="_ _5"></span>normativa <span class="_ _5"></span>da <span class="_ _6"></span>AC <span class="_ _5"></span>Raiz <span class="_ _5"></span>que <span class="_ _5"></span>defina <span class="_ _5"></span>os <span class="_ _5"></span>padrões <span class="_ _5"></span>e <span class="_ _5"></span>algoritmos <span class="_ _5"></span>criptográficos <span class="_ _5"></span>da </div><div class="t m0 x4 h8 y48f ff6 fs0 fc0 sc0 ls0 ws0">ICP-Brasil. </div><div class="t m0 x4 h4 yd0 ff6 fs0 fc0 sc0 ls0 ws0">6.1.7<span class="ff5"> <span class="_ _2d"> </span></span>Propósitos de uso de chave <span class="ff10">(conforme o campo “<span class="ff8">key usage</span>” na X.509 v3) </span> </div><div class="t m0 x4 h8 y490 ff6 fs0 fc0 sc0 ls0 ws0">A <span class="_ _a"></span>chave <span class="_ _a"></span>privada <span class="_ _a"></span>da <span class="_ _a"></span>AC <span class="_ _a"></span>Raiz <span class="_ _a"></span>é <span class="_ _a"></span>utilizada <span class="_ _a"></span>apenas <span class="_ _5"></span>par<span class="_ _7"></span>a <span class="_ _a"></span>a <span class="_ _a"></span>assinatura <span class="_ _a"></span>de <span class="_ _a"></span>seu <span class="_ _5"></span>própr<span class="_ _7"></span>io <span class="_ _a"></span>certificado, <span class="_ _a"></span>dos </div><div class="t m0 x4 h8 y491 ff6 fs0 fc0 sc0 ls0 ws0">certificados das ACs de nível imediatamente subsequente ao seu e de sua LCR. </div><div class="t m0 x4 h22 y29a ff7 fs0 fc0 sc0 ls0 ws0">6.2<span class="ff11"> <span class="_ _25"> </span></span>Proteção da Chave Privada e controle de engenharia do módulo criptográfico </div><div class="t m0 x4 h8 y492 ff6 fs0 fc0 sc0 ls0 ws0">A <span class="_ _b"></span>chave <span class="_ _2"></span>privada <span class="_ _b"></span>da <span class="_ _2"></span>AC <span class="_ _b"></span>Raiz <span class="_ _2"></span>é <span class="_ _b"></span>armazenada <span class="_ _2"></span>de <span class="_ _b"></span>forma <span class="_ _b"></span>cifrada <span class="_ _2"></span>no <span class="_ _b"></span>mesmo <span class="_ _2"></span>componente <span class="_ _b"></span>seguro <span class="_ _2"></span>de </div><div class="t m0 x4 h8 y493 ff8 fs0 fc0 sc0 ls0 ws0">hardware<span class="ff6"> <span class="_ _6"></span>utilizado <span class="_ _6"></span>para <span class="_ _c"></span>sua <span class="_ _6"></span>geração. <span class="_ _6"></span>O <span class="_ _6"></span>acesso <span class="_ _6"></span>a <span class="_ _6"></span>esse <span class="_ _6"></span>componente <span class="_ _c"></span>é <span class="_ _6"></span>controlado <span class="_ _6"></span>por <span class="_ _6"></span>meio <span class="_ _6"></span>de <span class="_ _6"></span>chave </span></div><div class="t m0 x4 h8 y285 ff6 fs0 fc0 sc0 ls0 ws0">criptográfica de ativação. </div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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"/><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y2c ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2d w5 h9"><div class="t m0 x9 h8 y2e ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xa y2d w6 h9"><div class="t m0 xb ha y2f ff7 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y30 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y31 ff8 fs3 fc0 sc0 ls0 ws0">Declaração de Práticas de Certificaçã<span class="_ _7"></span>o da Autoridade Certificadora<span class="_ _7"></span> Raiz da ICP-Brasil <span class="ff9">–</span> <span class="lsb">DO</span>C-ICP-<span class="ls9">01</span> <span class="lsc">v.</span>6<span class="lsa">.0<span class="_ _7"></span></span> <span class="_ _d"></span> <span class="_ _e"> </span> <span class="_ _e"> </span> <span class="_ _e"> </span><span class="ffa ls9">44</span> </div><div class="t m0 x4 h4 y72 ff6 fs0 fc0 sc0 ls0 ws0">6.2.1<span class="ff5"> <span class="_ _2d"> </span></span>Padrões e controle para módulo criptográfico  </div><div class="t m0 x4 h8 y171 ff6 fs0 fc0 sc0 ls0 ws0">O <span class="_ _c"></span>módulo <span class="_ _c"></span>criptográfico <span class="_ _c"></span>da <span class="_ _c"></span>AC <span class="_ _c"></span>Raiz <span class="_ _c"></span>adota<span class="_ _7"></span> <span class="_ _c"></span>o <span class="_ _c"></span>padrão <span class="_ _c"></span>definido <span class="_ _6"></span>em <span class="_ _c"></span>regulamento <span class="_ _c"></span>editado <span class="_ _c"></span>por <span class="_ _c"></span>instrução </div><div class="t m0 x4 h8 y172 ff6 fs0 fc0 sc0 ls0 ws0">normativa da AC Raiz que defina os padrões e algoritmos criptográficos da ICP-Brasil. </div><div class="t m0 x4 h4 y173 ff6 fs0 fc0 sc0 ls0 ws0">6.2.2<span class="ff5"> <span class="_ _2d"> </span><span class="ff10">Controle “n de m” para chave privada </span></span> </div><div class="t m0 x4 h8 y174 ff6 fs0 fc0 sc0 ls2 ws0">A  <span class="ls0">chave <span class="_ _21"> </span>criptográfica  de <span class="_ _21"> </span>ativação <span class="_ _21"> </span>do  componente <span class="_ _21"> </span>seguro  de  <span class="ff8">hardwa<span class="_ _0"></span>re<span class="ff6">  que <span class="_ _21"> </span>armazena  a <span class="_ _21"> </span>chave </span></span></span></div><div class="t m0 x4 h8 y175 ff6 fs0 fc0 sc0 ls0 ws0">privada <span class="_ _c"></span>da <span class="_ _c"></span>AC <span class="_ _c"></span>Raiz <span class="_ _6"></span>é <span class="_ _c"></span>dividida <span class="_ _c"></span>em <span class="_ _6"></span>5 <span class="_ _c"></span>(cinco) <span class="_ _6"></span>partes <span class="_ _c"></span>e <span class="_ _c"></span>distribuída <span class="_ _c"></span>entre <span class="_ _6"></span>5 <span class="_ _c"></span>(cinco) <span class="_ _6"></span>pessoas <span class="_ _c"></span>designadas </div><div class="t m0 x4 h8 y176 ff6 fs0 fc0 sc0 ls0 ws0">pela AC Raiz. <span class="_ _7"></span>É necessária a <span class="_ _7"></span>presença de apenas 3 <span class="_ _7"></span>(três) dessas <span class="_ _7"></span>5 (cinc<span class="_ _7"></span>o) pessoas <span class="_ _7"></span>para a ativação do </div><div class="t m0 x4 h8 y21f ff6 fs0 fc0 sc0 ls0 ws0">componente e a consequente utilização da chave privada da AC Raiz. </div><div class="t m0 x4 h4 y494 ff6 fs0 fc0 sc0 ls0 ws0">6.2.3<span class="ff5"> <span class="_ _2d"> </span></span>Custódia (<span class="ff8">escrow</span>) de chave privada  </div><div class="t m0 x4 h8 y495 ff6 fs0 fc0 sc0 ls0 ws0">Não é permitida a custódia (<span class="ff8">escrow</span>) das chaves privadas da AC Raiz. </div><div class="t m0 x4 h4 y179 ff6 fs0 fc0 sc0 ls0 ws0">6.2.4<span class="ff5"> <span class="_ _2d"> </span></span>Cópia de segurança de chave privada  </div><div class="t m0 x4 h4 y496 ff6 fs0 fc0 sc0 ls0 ws0">6.2.4.1<span class="ff5"> <span class="_ _8"></span><span class="ff6">A <span class="_ _30"> </span>AC <span class="_ _30"> </span>Raiz <span class="_ _30"> </span>mantém <span class="_ _30"> </span>cópia <span class="_ _30"> </span>de <span class="_ _30"> </span>segurança <span class="_ _30"> </span>de <span class="_ _30"> </span>sua <span class="_ _30"> </span>própria <span class="_ _30"> </span>chave <span class="_ _30"> </span>privada. <span class="_ _24"> </span>Esta <span class="_ _30"> </span>cópia <span class="_ _30"> </span>é </span></span></div><div class="t m0 x4 h8 y497 ff6 fs0 fc0 sc0 ls0 ws0">armazenada <span class="_ _b"></span>cif<span class="_ _7"></span>rada <span class="_ _b"></span>e <span class="_ _2"> </span>protegida <span class="_ _2"></span>com <span class="_ _b"></span>um <span class="_ _2"> </span>nível <span class="_ _2"></span>de <span class="_ _b"></span>segurança <span class="_ _2"> </span>não <span class="_ _2"></span>inferior <span class="_ _b"></span>àquele <span class="_ _2"> </span>definido <span class="_ _2"></span>para <span class="_ _b"></span>a </div><div class="t m0 x4 h8 yb9 ff6 fs0 fc0 sc0 ls0 ws0">versão original da chave, e mantida pelo prazo de validade do certificado correspondente. </div><div class="t m0 x4 h4 y498 ff6 fs0 fc0 sc0 ls0 ws0">6.2.4.2<span class="ff5"> <span class="_ _8"></span><span class="ff6">A <span class="_ _1d"> </span>AC <span class="_ _30"> </span>Raiz <span class="_ _30"> </span>nã<span class="_ _7"></span>o <span class="_ _30"> </span>mantém <span class="_ _30"> </span>cópia <span class="_ _1d"> </span>de <span class="_ _30"> </span>segurança <span class="_ _30"> </span>das <span class="_ _1d"> </span>chaves <span class="_ _30"> </span>privadas <span class="_ _30"> </span>das <span class="_ _1d"> </span>ACs <span class="_ _30"> </span>de <span class="_ _1d"> </span>nível </span></span></div><div class="t m0 x4 h8 y499 ff6 fs0 fc0 sc0 ls0 ws0">imediatamente subsequente ao seu. </div><div class="t m0 x4 h4 y2c3 ff6 fs0 fc0 sc0 ls0 ws0">6.2.5<span class="ff5"> <span class="_ _2d"> </span></span>Arquivamento de chave privada  </div><div class="t m0 x4 h8 y49a ff6 fs0 fc0 sc0 ls0 ws0">Não se aplica.  </div><div class="t m0 x4 h4 y2c5 ff6 fs0 fc0 sc0 ls0 ws0">6.2.6<span class="ff5"> <span class="_ _2d"> </span></span>Inserção de chave privada em módulo criptográfico  </div><div class="t m0 x4 h8 y49b ff6 fs0 fc0 sc0 ls0 ws0">A <span class="_ _c"></span>chave <span class="_ _6"></span>privada <span class="_ _c"></span>da <span class="_ _6"></span>AC <span class="_ _c"></span>Raiz <span class="_ _6"></span>é <span class="_ _c"></span>inserida <span class="_ _6"></span>no <span class="_ _c"></span>módulo <span class="_ _6"></span>criptográfico <span class="_ _6"></span>de <span class="_ _6"></span>acordo <span class="_ _c"></span>com <span class="_ _c"></span>o <span class="_ _6"></span>estabelecido <span class="_ _c"></span>nos </div><div class="t m0 x4 h8 y49c ff6 fs0 fc0 sc0 ls0 ws0">Manuais de Conduta Técnica da ICP-Brasil. </div><div class="t m0 x4 h4 y2c8 ff6 fs0 fc0 sc0 ls0 ws0">6.2.7<span class="ff5"> <span class="_ _2d"> </span></span>Armazenamento de chave privada em módulo criptográfico </div><div class="t m0 x4 h8 y49d ff6 fs0 fc0 sc0 ls0 ws0">Ver item 6.1.1. </div><div class="t m0 x4 h4 y2ca ff6 fs0 fc0 sc0 ls0 ws0">6.2.8<span class="ff5"> <span class="_ _2d"> </span></span>Método de ativação de chave privada </div><div class="t m0 x4 h8 y49e ff6 fs0 fc0 sc0 ls0 ws0">A <span class="_ _6"></span>ativação <span class="_ _5"></span>da <span class="_ _6"></span>chave <span class="_ _6"></span>privada <span class="_ _5"></span>da <span class="_ _6"></span>AC <span class="_ _6"></span>Raiz <span class="_ _5"></span>é <span class="_ _6"></span>implementada <span class="_ _5"></span>por <span class="_ _6"></span>meio <span class="_ _6"></span>do <span class="_ _5"></span>módulo <span class="_ _6"></span>criptográfico, <span class="_ _6"></span>após </div><div class="t m0 x4 h8 y49f ff6 fs0 fc0 sc0 ls0 ws0">identificação <span class="_ _a"></span>dos <span class="_ _a"></span>operadores <span class="_ _a"></span>responsáveis. <span class="_ _a"></span>Esta <span class="_ _b"></span>identificação <span class="_ _a"></span>é <span class="_ _a"></span>realizada <span class="_ _a"></span>por <span class="_ _a"></span>meio <span class="_ _a"></span>de <span class="_ _b"></span>senha <span class="_ _a"></span>e <span class="_ _a"></span>de </div><div class="t m0 x4 h8 y4a0 ff6 fs0 fc0 sc0 ls0 ws0">dispositivo de controle de acesso em <span class="ff8">hardware</span> (<span class="ff8">token</span>).  </div><div class="t m0 x4 h4 y2ce ff6 fs0 fc0 sc0 ls0 ws0">6.2.9<span class="ff5"> <span class="_ _2d"> </span></span>Método de desativação de chave privada  </div><div class="t m0 x4 h8 y4a1 ff6 fs0 fc0 sc0 ls0 ws0">Quando a chave privada da AC Raiz for desativada, em de<span class="_ _7"></span>corrência de expiração ou revogação, esta </div><div class="t m0 x4 h8 y4a2 ff6 fs0 fc0 sc0 ls0 ws0">deve <span class="_ _6"></span>ser<span class="_ _7"></span> <span class="_ _6"></span>eliminada <span class="_ _5"></span>da <span class="_ _5"></span>memória <span class="_ _6"></span>do <span class="_ _5"></span>módulo <span class="_ _6"></span>criptográfico. <span class="_ _5"></span>Qualquer <span class="_ _5"></span>espaço <span class="_ _6"></span>em <span class="_ _5"></span>disco <span class="_ _6"></span>onde <span class="_ _5"></span>a <span class="_ _5"></span>chave </div><div class="t m0 x4 h8 y4a3 ff6 fs0 fc0 sc0 ls0 ws0">eventualmente estivesse armazenada deve ser sobrescrito. </div><div class="t m0 x4 h4 y4a4 ff6 fs0 fc0 sc0 ls0 ws0">6.2.10<span class="ff5"> <span class="_ _21"> </span></span>Método de destruição de chave privada  </div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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"/><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y2c ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2d w5 h9"><div class="t m0 x9 h8 y2e ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xa y2d w6 h9"><div class="t m0 xb ha y2f ff7 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y30 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y31 ff8 fs3 fc0 sc0 ls0 ws0">Declaração de Práticas de Certificaçã<span class="_ _7"></span>o da Autoridade Certificadora<span class="_ _7"></span> Raiz da ICP-Brasil <span class="ff9">–</span> <span class="lsb">DO</span>C-ICP-<span class="ls9">01</span> <span class="lsc">v.</span>6<span class="lsa">.0<span class="_ _7"></span></span> <span class="_ _d"></span> <span class="_ _e"> </span> <span class="_ _e"> </span> <span class="_ _e"> </span><span class="ffa ls9">45</span> </div><div class="t m0 x4 h8 y72 ff6 fs0 fc0 sc0 ls0 ws0">Além <span class="_ _a"></span>do <span class="_ _a"></span>estabelecido <span class="_ _a"></span>no <span class="_ _a"></span>item <span class="_ _a"></span>6.2.9, <span class="_ _a"></span>todas <span class="_ _a"></span>as <span class="_ _b"></span>cópias <span class="_ _a"></span>de <span class="_ _a"></span>segurança <span class="_ _a"></span>da <span class="_ _a"></span>chave <span class="_ _a"></span>privada <span class="_ _a"></span>da <span class="_ _a"></span>AC <span class="_ _a"></span>Raiz </div><div class="t m0 x4 h8 y1dc ff6 fs0 fc0 sc0 ls0 ws0">devem  s<span class="_ _0"></span>er  destruídas, <span class="_ _21"> </span>como <span class="_ _21"> </span>também  todos <span class="_ _21"> </span>os <span class="_ _21"> </span>discos <span class="_ _21"> </span>rígidos,  <span class="ff8">tokens</span>, <span class="_ _21"> </span>módulos  criptográficos<span class="_ _0"></span>  e </div><div class="t m0 x4 h8 y1dd ff6 fs0 fc0 sc0 ls0 ws0">qualquer mídia de armazenamento que as tenham hospedado por algum período. </div><div class="t m0 x4 h22 y4a5 ff7 fs0 fc0 sc0 ls0 ws0">6.3<span class="ff11"> <span class="_ _25"> </span></span>Outros Aspectos do Gerenciamento do Par de Chaves </div><div class="t m0 x4 h4 y1c2 ff6 fs0 fc0 sc0 ls0 ws0">6.3.1<span class="ff5"> <span class="_ _2d"> </span></span>Arquivamento de chave pública  </div><div class="t m0 x4 h8 y2ba ff6 fs0 fc0 sc0 ls0 ws0">As <span class="_ _4"> </span>chaves<span class="_ _7"></span> <span class="_ _4"> </span>públicas <span class="_ _24"> </span>da <span class="_ _24"> </span>AC  Raiz <span class="_ _24"> </span>e <span class="_ _24"> </span>das <span class="_ _24"> </span>ACs  de <span class="_ _24"> </span>nível <span class="_ _24"> </span>imediatamente  subse<span class="_ _7"></span>quente <span class="_ _4"> </span>ao <span class="_ _24"> </span>seu <span class="_ _24"> </span>são </div><div class="t m0 x4 h8 y271 ff6 fs0 fc0 sc0 ls0 ws0">armazenadas <span class="_ _7"></span>permanentemente, <span class="_ _7"></span>após <span class="_ _c"></span>a <span class="_ _7"></span>expiração <span class="_ _7"></span>dos <span class="_ _7"></span>certificados <span class="_ _c"></span>correspondentes, <span class="_ _7"></span>para <span class="_ _7"></span>verificação </div><div class="t m0 x4 h8 y4a6 ff6 fs0 fc0 sc0 ls0 ws0">de assinaturas geradas durante seu prazo de validade. </div><div class="t m0 x4 h4 y4a7 ff6 fs0 fc0 sc0 ls0 ws0">6.3.2<span class="ff5"> <span class="_ _2d"> </span></span>Períodos de operação do certificado e períodos de uso para as chaves pública e privada  </div><div class="t m0 x4 h8 y4a8 ff6 fs0 fc0 sc0 ls0 ws0">A <span class="_ _21"> </span>chave  privada <span class="_ _21"> </span>da <span class="_ _21"> </span>AC  Raiz <span class="_ _21"> </span>é <span class="_ _21"> </span>utilizada <span class="_ _21"> </span>apenas  durante <span class="_ _21"> </span>o  período <span class="_ _21"> </span>de <span class="_ _21"> </span>validade <span class="_ _21"> </span>do  certific<span class="_ _0"></span>ado </div><div class="t m0 x4 h8 y4a9 ff6 fs0 fc0 sc0 ls0 ws0">correspondente. <span class="_ _5"></span>A <span class="_ _5"></span>chave <span class="_ _5"></span>pública <span class="_ _a"></span>da <span class="_ _5"></span>AC <span class="_ _5"></span>Raiz <span class="_ _5"></span>pode <span class="_ _a"></span>ser <span class="_ _5"></span>utilizada <span class="_ _5"></span>durante <span class="_ _5"></span>todo <span class="_ _a"></span>o <span class="_ _5"></span>período <span class="_ _5"></span>de <span class="_ _5"></span>tempo </div><div class="t m0 x4 h8 y4aa ff6 fs0 fc0 sc0 ls0 ws0">determinado <span class="_ _a"></span>pela <span class="_ _b"></span>legislação <span class="_ _a"></span>aplicável <span class="_ _b"></span>para <span class="_ _a"></span>verificação <span class="_ _b"></span>de <span class="_ _a"></span>assinaturas <span class="_ _b"></span>geradas <span class="_ _a"></span>durante <span class="_ _a"></span>o <span class="_ _b"></span>prazo <span class="_ _b"></span>de </div><div class="t m0 x4 h8 y36b ff6 fs0 fc0 sc0 ls0 ws0">validade do certificado correspondente.  </div><div class="t m0 x4 h22 y4ab ff7 fs0 fc0 sc0 ls0 ws0">6.4<span class="ff11"> <span class="_ _25"> </span></span>Dados de Ativação  </div><div class="t m0 x4 h4 y4ac ff6 fs0 fc0 sc0 ls0 ws0">6.4.1<span class="ff5"> <span class="_ _2d"> </span></span>Geração e instalação dos dados de ativação  </div><div class="t m0 x4 h8 y4ad ff6 fs0 fc0 sc0 ls0 ws0">Os <span class="_ _6"></span>dados <span class="_ _6"></span>de <span class="_ _5"></span>ativação <span class="_ _6"></span>da <span class="_ _6"></span>chave <span class="_ _6"></span>privada <span class="_ _5"></span>da <span class="_ _6"></span>AC <span class="_ _6"></span>Raiz <span class="_ _6"></span>são <span class="_ _5"></span>únicos <span class="_ _6"></span>e <span class="_ _6"></span>aleatórios, <span class="_ _6"></span>instalados <span class="_ _5"></span>fisicamente </div><div class="t m0 x4 h8 y241 ff6 fs0 fc0 sc0 ls0 ws0">em dispositivos de controle de acesso em <span class="ff8">hardware</span> (<span class="ff8">token</span>).  </div><div class="t m0 x4 h4 y4ae ff6 fs0 fc0 sc0 ls0 ws0">6.4.2<span class="ff5"> <span class="_ _2d"> </span></span>Proteção dos dados de ativação  </div><div class="t m0 x4 h8 y4af ff6 fs0 fc0 sc0 ls0 ws0">Os <span class="_ _5"></span>dados <span class="_ _5"></span>de <span class="_ _5"></span>ativação <span class="_ _5"></span>da <span class="_ _5"></span>chave <span class="_ _5"></span>privada <span class="_ _5"></span>da <span class="_ _5"></span>AC <span class="_ _5"></span>Raiz <span class="_ _5"></span>são <span class="_ _5"></span>protegidos <span class="_ _5"></span>contra <span class="_ _5"></span>uso <span class="_ _5"></span>não <span class="_ _5"></span>autorizado <span class="_ _5"></span>por </div><div class="t m0 x4 h8 y4b0 ff6 fs0 fc0 sc0 ls0 ws0">meio de mecanismo de criptografia e de controle de acesso físico.  </div><div class="t m0 x4 h4 y4b1 ff6 fs0 fc0 sc0 ls0 ws0">6.4.3<span class="ff5"> <span class="_ _2d"> </span></span>Outros aspectos dos dados de ativação  </div><div class="t m0 x4 h8 y4b2 ff6 fs0 fc0 sc0 ls0 ws0">Não se aplica. </div><div class="t m0 x4 h22 y4b3 ff7 fs0 fc0 sc0 ls0 ws0">6.5<span class="ff11"> <span class="_ _25"> </span></span>Controles de Segurança Computacional </div><div class="t m0 x4 h4 y4b4 ff6 fs0 fc0 sc0 ls0 ws0">6.5.1<span class="ff5"> <span class="_ _2d"> </span></span>Requisitos técnicos específicos de segurança computacional  </div><div class="t m0 x4 h4 y4b5 ff6 fs0 fc0 sc0 ls0 ws0">6.5.1.1<span class="ff5"> <span class="_ _8"></span><span class="ff6">A <span class="_ _6"></span>geração <span class="_ _c"></span>do <span class="_ _c"></span>par <span class="_ _6"></span>de <span class="_ _c"></span>chaves <span class="_ _c"></span>da <span class="_ _6"></span>AC <span class="_ _c"></span>Raiz <span class="_ _c"></span>e <span class="_ _6"></span>dos <span class="_ _c"></span>certificados <span class="_ _c"></span>das <span class="_ _6"></span>ACs <span class="_ _c"></span>de <span class="_ _c"></span>nível <span class="_ _6"></span>imediatamente </span></span></div><div class="t m0 x4 h8 y4b6 ff6 fs0 fc0 sc0 ls0 ws0">subsequente <span class="_ _a"></span>ao <span class="_ _b"></span>seu <span class="_ _b"></span>deve <span class="_ _b"></span>ser <span class="_ _a"></span>realizada <span class="_ _b"></span>num <span class="_ _b"></span>ambiente <span class="_ _b"></span><span class="ff8">off-line</span>, <span class="_ _b"></span>para <span class="_ _b"></span>impedir <span class="_ _a"></span>o <span class="_ _b"></span>acesso <span class="_ _b"></span>remoto <span class="_ _a"></span>n<span class="_ _7"></span>ão </div><div class="t m0 x4 h8 y31c ff6 fs0 fc0 sc0 ls0 ws0">autorizado. <span class="_ _5"></span>As <span class="_ _5"></span>informações <span class="_ _5"></span>utilizadas <span class="_ _5"></span>nesses <span class="_ _5"></span>procedimentos <span class="_ _5"></span>devem<span class="_ _7"></span> <span class="_ _5"></span>ser <span class="_ _5"></span>mantidas <span class="_ _5"></span>no <span class="_ _5"></span>ambiente <span class="_ _a"></span><span class="ff8">off-</span></div><div class="t m0 x4 h8 y31d ff8 fs0 fc0 sc0 ls0 ws0">line<span class="ff6">, com acesso restrito.  </span></div><div class="t m0 x4 h4 y9e ff6 fs0 fc0 sc0 ls0 ws0">6.5.1.2<span class="ff5"> <span class="_ _8"></span><span class="ff6">Cada <span class="_ _30"> </span>computador <span class="_ _30"> </span>servidor <span class="_ _24"> </span>da <span class="_ _30"> </span>AC <span class="_ _24"> </span>Raiz <span class="_ _30"> </span>diretamente <span class="_ _30"> </span>relacionado <span class="_ _24"> </span>com <span class="_ _30"> </span>os <span class="_ _30"> </span>processos <span class="_ _24"> </span>de </span></span></div><div class="t m0 x4 h8 y4b7 ff6 fs0 fc0 sc0 ls0 ws0">emissão, <span class="_ _2"></span>expedição, <span class="_ _b"></span>distribuição, <span class="_ _2"> </span>revogação <span class="_ _2"></span>e <span class="_ _b"></span>ger<span class="_ _7"></span>enciamento <span class="_ _2"> </span>de <span class="_ _2"></span>certificados <span class="_ _2"></span>possui <span class="_ _b"></span>as <span class="_ _2"> </span>seguintes </div><div class="t m0 x4 h8 y4b8 ff6 fs0 fc0 sc0 ls0 ws0">características:  </div><div class="t m0 x2e h4 y1fa ff6 fs0 fc0 sc0 ls1 ws0">a)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ff6">controle de acesso aos serviços e perfis da AC Raiz; </span></span></div><div class="t m0 x2e h4 y4b9 ff6 fs0 fc0 sc0 ls0 ws0">b)<span class="ff5"> <span class="_ _2a"> </span></span>clara separação das tarefas e atribuições relacionadas a cada perfil da AC Raiz; </div><div class="t m0 x2e h4 y4ba ff6 fs0 fc0 sc0 ls1 ws0">c)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ff6">uso de criptografia para segurança de base de dados; </span></span></div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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"/><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y2c ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2d w5 h9"><div class="t m0 x9 h8 y2e ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xa y2d w6 h9"><div class="t m0 xb ha y2f ff7 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y30 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y31 ff8 fs3 fc0 sc0 ls0 ws0">Declaração de Práticas de Certificaçã<span class="_ _7"></span>o da Autoridade Certificadora<span class="_ _7"></span> Raiz da ICP-Brasil <span class="ff9">–</span> <span class="lsb">DO</span>C-ICP-<span class="ls9">01</span> <span class="lsc">v.</span>6<span class="lsa">.0<span class="_ _7"></span></span> <span class="_ _d"></span> <span class="_ _e"> </span> <span class="_ _e"> </span> <span class="_ _e"> </span><span class="ffa ls9">46</span> </div><div class="t m0 x2e h4 y72 ff6 fs0 fc0 sc0 ls0 ws0">d)<span class="ff5"> <span class="_ _2a"> </span></span>geração e armazenamento de registros de auditoria da AC Raiz; </div><div class="t m0 x2e h4 y21b ff6 fs0 fc0 sc0 ls1 ws0">e)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ff6">mecanismos <span class="_ _24"> </span>internos <span class="_ _24"> </span>de <span class="_ _30"> </span>segurança <span class="_ _24"> </span>para <span class="_ _30"> </span>garantia <span class="_ _24"> </span>da <span class="_ _30"> </span>integridade <span class="_ _24"> </span>de <span class="_ _24"> </span>dados <span class="_ _30"> </span>e <span class="_ _24"> </span>processos </span></span></div><div class="t m0 x2f h8 y4bb ff6 fs0 fc0 sc0 ls0 ws0">críticos; e </div><div class="t m0 x2e h4 y21d ff6 fs0 fc0 sc0 ls1a ws0">f)<span class="ff5 ls0"> <span class="_ _23"> </span><span class="ff6">mecanismos para cópias de segurança (<span class="ff8">backup</span></span></span>).<span class="ls0"> </span></div><div class="t m0 x4 h4 y4bc ff6 fs0 fc0 sc0 ls0 ws0">6.5.2<span class="ff5"> <span class="_ _2d"> </span></span>Classificação da segurança computacional  </div><div class="t m0 x4 h8 y4bd ff6 fs0 fc0 sc0 ls0 ws0">Não se aplica. </div><div class="t m0 x4 h22 y4be ff7 fs0 fc0 sc0 ls0 ws0">6.6<span class="ff11"> <span class="_ _25"> </span></span>Controles Técnicos do Ciclo de Vida  </div><div class="t m0 x4 h4 y4bf ff6 fs0 fc0 sc0 ls0 ws0">6.6.1<span class="ff5"> <span class="_ _2d"> </span></span>Controles de desenvolvimento de sistema </div><div class="t m0 x4 h8 y4c0 ff6 fs0 fc0 sc0 ls0 ws0">A <span class="_ _b"></span>AC <span class="_ _2"></span>Raiz <span class="_ _b"></span>utiliza <span class="_ _2"></span>um <span class="_ _b"></span><span class="ff8">software</span> <span class="_ _b"></span>projeta<span class="_ _7"></span>do <span class="_ _b"></span>e <span class="_ _b"></span>desenvolvido <span class="_ _2"></span>por <span class="_ _b"></span>meio <span class="_ _b"></span>de <span class="_ _2"></span>uma <span class="_ _b"></span>metodologia <span class="_ _b"></span>formal<span class="_ _7"></span> </div><div class="t m0 x4 h8 y4c1 ff6 fs0 fc0 sc0 ls0 ws0">rigorosa, específica para ambientes de segurança crítica. </div><div class="t m0 x4 h4 y496 ff6 fs0 fc0 sc0 ls0 ws0">6.6.2<span class="ff5"> <span class="_ _2d"> </span></span>Controles de gerenciamento de segurança </div><div class="t m0 x4 h8 y3a ff6 fs0 fc0 sc0 ls0 ws0">Uma <span class="_ _2"> </span>metodologia <span class="_ _2"> </span>formal <span class="_ _2"> </span>de <span class="_ _2"> </span>ger<span class="_ _7"></span>enciamento <span class="_ _2"> </span>de <span class="_ _2"> </span>configuração <span class="_ _2"> </span>é <span class="_ _2"> </span>usada <span class="_ _2"> </span>para <span class="_ _2"> </span>instalação <span class="_ _2"> </span>e <span class="_ _21"> </span>contínua </div><div class="t m0 x4 h8 y4c2 ff6 fs0 fc0 sc0 ls0 ws0">manutenção <span class="_ _b"></span>do <span class="_ _2"> </span>sistema <span class="_ _2"></span>de <span class="_ _b"></span>certificação <span class="_ _2"></span>da <span class="_ _2"></span>AC <span class="_ _b"></span>Raiz. <span class="_ _2"> </span>Novas <span class="_ _2"></span>versões <span class="_ _b"></span>desse <span class="_ _21"> </span><span class="ff8">software</span> <span class="_ _b"></span>somente <span class="_ _2"></span>são </div><div class="t m0 x4 h8 y4c3 ff6 fs0 fc0 sc0 ls0 ws0">instaladas após comunicação do fabricante e testes em ambiente de homologação da AC Raiz. </div><div class="t m0 x4 h4 y4c4 ff6 fs0 fc0 sc0 ls0 ws0">6.6.3<span class="ff5"> <span class="_ _2d"> </span></span>Controles de segurança de ciclo de vida  </div><div class="t m0 x4 h8 y4c5 ff6 fs0 fc0 sc0 ls0 ws0">Não se aplica. </div><div class="t m0 x4 h22 y4c6 ff7 fs0 fc0 sc0 ls0 ws0">6.7<span class="ff11"> <span class="_ _25"> </span></span>Controles de Segurança de Rede  </div><div class="t m0 x4 h8 y4c7 ff6 fs0 fc0 sc0 ls0 ws0">O <span class="_ _3"> </span>computador <span class="_ _3"> </span>servidor <span class="_ _2a"> </span>da <span class="_ _3"> </span>AC <span class="_ _3"> </span>Raiz <span class="_ _2a"> </span>que <span class="_ _3"> </span>hospeda <span class="_ _3"> </span>o <span class="_ _2a"> </span>sistema <span class="_ _3"> </span>de <span class="_ _3"> </span>certificação <span class="_ _3"> </span>opera <span class="_ _2b"> </span><span class="ff8">off-line</span>, </div><div class="t m0 x4 h8 y49b ff6 fs0 fc0 sc0 ls0 ws0">fisicamente desconectado de qualquer rede.  </div><div class="t m0 x4 h22 y2c7 ff7 fs0 fc0 sc0 ls0 ws0">6.8<span class="ff11"> <span class="_ _25"> </span></span>Carimbo de Tempo </div><div class="t m0 x4 h8 y4c8 ff6 fs0 fc0 sc0 ls0 ws0">Não se aplica. </div><div class="t m0 x4 h21 y4c9 ff7 fs1 fc0 sc0 ls0 ws0">7<span class="ff11"> <span class="_ _22"> </span></span>PERFIS DE CERTIFICADO, LCR E OCSP<span class="_ _7"></span> </div><div class="t m0 x4 h22 y4ca ff7 fs0 fc0 sc0 ls0 ws0">7.1<span class="ff11"> <span class="_ _25"> </span></span>Perfil de Certificado </div><div class="t m0 x4 h8 y4cb ff6 fs0 fc0 sc0 ls0 ws0">O formato de todos os certificados emitidos pela AC Raiz está em conformidade com o padrão ITU-</div><div class="t m0 x4 h8 y4cc ff6 fs0 fc0 sc0 ls0 ws0">T X.509 ou ISO/IEC 9594, observando:  </div><div class="t m0 x2e h4 y4cd ff6 fs0 fc0 sc0 ls1 ws0">a)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ff6">o <span class="_ _a"></span>certificado <span class="_ _a"></span>da <span class="_ _b"></span>AC <span class="_ _a"></span>Raiz <span class="_ _a"></span>é <span class="_ _b"></span>o <span class="_ _a"></span>único <span class="_ _b"></span>certificado <span class="_ _a"></span>autoassinado <span class="_ _a"></span>da <span class="_ _b"></span>ICP-Brasil, <span class="_ _b"></span>com <span class="_ _a"></span>validade </span></span></div><div class="t m0 x2f h8 y4ce ff6 fs0 fc0 sc0 ls0 ws0">máxima <span class="_ _5"></span>de <span class="_ _5"></span>20 <span class="_ _a"></span>(vinte) <span class="_ _5"></span>anos <span class="_ _5"></span>quando <span class="_ _5"></span>da <span class="_ _a"></span>utilização <span class="_ _5"></span>de <span class="_ _5"></span>criptografia <span class="_ _5"></span>de <span class="_ _a"></span>curvas <span class="_ _a"></span>elípticas, <span class="_ _5"></span>ou <span class="_ _5"></span>13 </div><div class="t m0 x2f h8 y4cf ff6 fs0 fc0 sc0 ls0 ws0">(treze) <span class="_ _24"> </span>anos <span class="_ _24"> </span>para <span class="_ _24"> </span>os <span class="_ _24"> </span>demais <span class="_ _4"> </span>casos, <span class="_ _24"> </span>podendo <span class="_ _24"> </span>este <span class="_ _24"> </span>prazo <span class="_ _24"> </span>ser <span class="_ _24"> </span>revisto <span class="_ _24"> </span>de <span class="_ _24"> </span>acordo <span class="_ _4"> </span>com<span class="_ _7"></span> <span class="_ _24"> </span>as </div><div class="t m0 x2f h8 y4d0 ff6 fs0 fc0 sc0 ls0 ws0">definições estabelecidas pelo CG da ICP-Brasil.  </div><div class="t m0 x2e h4 y452 ff6 fs0 fc0 sc0 ls0 ws0">b)<span class="ff5"> <span class="_ _2a"> </span></span>o <span class="_ _6"></span>certificado <span class="_ _6"></span>da <span class="_ _6"></span>AC <span class="_ _6"></span>de <span class="_ _6"></span>nível <span class="_ _c"></span>subsequente <span class="_ _6"></span>ao <span class="_ _6"></span>da <span class="_ _6"></span>AC <span class="_ _c"></span>Raiz <span class="_ _6"></span>é <span class="_ _6"></span>assinado <span class="_ _6"></span>pela <span class="_ _6"></span>AC <span class="_ _6"></span>Raiz <span class="_ _6"></span>e <span class="_ _6"></span>possui </div><div class="t m0 x2f h8 y453 ff6 fs0 fc0 sc0 ls0 ws0">validade <span class="_ _5"></span>limitada <span class="_ _5"></span>à <span class="_ _5"></span>validade <span class="_ _5"></span>do <span class="_ _5"></span>certificado <span class="_ _a"></span>da <span class="_ _5"></span>AC <span class="_ _5"></span>Raiz, <span class="_ _5"></span>podendo <span class="_ _5"></span>este <span class="_ _5"></span>prazo <span class="_ _5"></span>ser <span class="_ _5"></span>revisto <span class="_ _5"></span>de<span class="_ _7"></span> </div><div class="t m0 x2f h8 y4d1 ff6 fs0 fc0 sc0 ls0 ws0">acordo com as definições estabelecidas pelo CG da ICP-Brasil. </div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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"/><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y2c ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2d w5 h9"><div class="t m0 x9 h8 y2e ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xa y2d w6 h9"><div class="t m0 xb ha y2f ff7 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y30 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y31 ff8 fs3 fc0 sc0 ls0 ws0">Declaração de Práticas de Certificaçã<span class="_ _7"></span>o da Autoridade Certificadora<span class="_ _7"></span> Raiz da ICP-Brasil <span class="ff9">–</span> <span class="lsb">DO</span>C-ICP-<span class="ls9">01</span> <span class="lsc">v.</span>6<span class="lsa">.0<span class="_ _7"></span></span> <span class="_ _d"></span> <span class="_ _e"> </span> <span class="_ _e"> </span> <span class="_ _e"> </span><span class="ffa ls9">47</span> </div><div class="t m0 x4 h4 y72 ff6 fs0 fc0 sc0 ls0 ws0">7.1.1<span class="ff5"> <span class="_ _2d"> </span></span>Número de versão </div><div class="t m0 x4 h4 y171 ff6 fs0 fc0 sc0 ls0 ws0">7.1.1.1<span class="ff5"> <span class="_ _8"></span><span class="ff6">O certificado da AC Raiz implementa a versão 3 de certificado do padrão ITU-T X.509. </span></span></div><div class="t m0 x4 h4 y4d2 ff6 fs0 fc0 sc0 ls0 ws0">7.1.1.2<span class="ff5"> <span class="_ _8"></span><span class="ff6">O <span class="_ _21"> </span>certificado <span class="_ _21"> </span>da <span class="_ _2"> </span>AC <span class="_ _21"> </span>de <span class="_ _2"> </span>nível <span class="_ _21"> </span>imediatamente <span class="_ _2"> </span>subsequente <span class="_ _21"> </span>ao <span class="_ _2"> </span>da <span class="_ _21"> </span>AC <span class="_ _2"> </span>Raiz <span class="_ _21"> </span>implementa <span class="_ _21"> </span>a </span></span></div><div class="t m0 x4 h8 y26f ff6 fs0 fc0 sc0 ls0 ws0">versão 3 de certificado do padrão ITU-T X.509. </div><div class="t m0 x4 h4 y4d3 ff6 fs0 fc0 sc0 ls0 ws0">7.1.2<span class="ff5"> <span class="_ _2d"> </span></span>Extensões de certificado  </div><div class="t m0 x4 h4 y4d4 ff6 fs0 fc0 sc0 ls0 ws0">7.1.2.1<span class="ff5"> <span class="_ _8"></span><span class="ff6">O certif<span class="_ _7"></span>icado da AC Raiz implementa as seguintes extensões previstas <span class="_ _7"></span>na versão 3 do padrão </span></span></div><div class="t m0 x4 h8 y4d5 ff6 fs0 fc0 sc0 ls0 ws0">ITU-T X.509:  </div><div class="t m0 x2e h4 y4c ff6 fs0 fc0 sc0 ls1 ws0">a)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ffa">basicConstraints<span class="ff6">: contém o campo cA=True. O campo <span class="ff8">pathLenConstraint</span> não é utilizado. </span></span></span></div><div class="t m0 x2e h4 y4d6 ff6 fs0 fc0 sc0 ls0 ws0">b)<span class="ff5"> <span class="_ _2a"> </span><span class="ffa">keyUsage</span></span>: <span class="_ _7"></span>contém <span class="_ _7"></span>ape<span class="_ _7"></span>nas os <span class="_ _7"></span>bit<span class="_ _7"></span>s <span class="_ _7"></span><span class="ff8">keyCertSign</span>(5) <span class="_ _7"></span>e <span class="_ _7"></span><span class="ff8">cRLSign</span>(6) <span class="_ _7"></span>ligados. <span class="_ _7"></span>Os <span class="_ _7"></span>demais <span class="_ _7"></span>bits <span class="_ _7"></span>estão </div><div class="t m0 x2f h8 y4d7 ff6 fs0 fc0 sc0 ls0 ws0">desligados. </div><div class="t m0 x2e h4 y4d8 ff6 fs0 fc0 sc0 ls1 ws0">c)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ffa">cRLDistributionPoints<span class="ff6">: <span class="_ _5"></span>contém <span class="_ _5"></span>o <span class="_ _a"></span>endereço <span class="_ _5"></span>na <span class="_ _5"></span>Web <span class="_ _5"></span>onde <span class="_ _5"></span>se <span class="_ _5"></span>obtém <span class="_ _a"></span>a <span class="_ _5"></span>LCR <span class="_ _5"></span>correspondente </span></span></span></div><div class="t m0 x2f h8 y4d9 ff6 fs0 fc0 sc0 ls0 ws0">ao certificado: </div><div class="t m0 x30 h4 y4da ff6 fs0 fc0 sc0 ls1a ws0">i.<span class="ff5 ls0"> <span class="_ _34"> </span><span class="ff6">para certificados da cadeia inicial: http://acraiz.icpbrasil.gov.br/LCRacraiz.crl; </span></span></div><div class="t m0 x31 h4 y4db ff6 fs0 fc0 sc0 ls1a ws0">ii.<span class="ff5 ls0"> <span class="_ _34"> </span><span class="ff6">para certificados da cadeia V1: http://acraiz.icpbrasil.gov.br/LCR<span class="_ _0"></span>acraizv1.crl; </span></span></div><div class="t m0 x32 h4 y4ac ff6 fs0 fc0 sc0 ls1a ws0">iii.<span class="ff5 ls0"> <span class="_ _34"> </span><span class="ff6">para certificados da cadeia V2: http://acraiz.icpbrasil.gov.br/LCR<span class="_ _0"></span>acraizv2.crl; </span></span></div><div class="t m0 x32 h4 y4dc ff6 fs0 fc0 sc0 ls0 ws0">iv.<span class="ff5"> <span class="_ _34"> </span></span>para certificados da cadeia V3: http://acraiz.icpbrasil.gov.br/LCRacraizv3.crl; </div><div class="t m0 x31 h4 y4dd ff6 fs0 fc0 sc0 ls0 ws0">v.<span class="ff5"> <span class="_ _34"> </span></span>para certificados da cadeia V4: http://acraiz.icpbrasil.gov.br/LCRacraizv4.crl. </div><div class="t m0 x32 h4 y4de ff6 fs0 fc0 sc0 ls0 ws0">vi.<span class="ff5"> <span class="_ _34"> </span></span>para certificados da cadeia V5: http://acraiz.icpbrasil.gov.br/LCRacraizv5.crl. </div><div class="t m0 x33 h4 y4df ff6 fs0 fc0 sc0 ls0 ws0">vii.<span class="ff5"> <span class="_ _34"> </span></span>para certificados da cadeia V6: http://acraiz.icpbrasil.gov.br/LCRacraizv6.crl. </div><div class="t m0 x34 h4 y4e0 ff6 fs0 fc0 sc0 ls0 ws0">viii.<span class="ff5"> <span class="_ _34"> </span></span>para certificados da cadeia V7: http://acraiz.icpbrasil.gov.br/LCRacraizv7.crl. </div><div class="t m0 x32 h4 y4e1 ff6 fs0 fc0 sc0 ls0 ws0">ix.<span class="ff5"> <span class="_ _34"> </span></span>para certificados da cadeia V8: http://acraiz.icpbrasil.gov.br/LCRacraizv8.crl. </div><div class="t m0 x31 h4 y4e2 ff6 fs0 fc0 sc0 ls0 ws0">x.<span class="ff5"> <span class="_ _34"> </span></span>para certificados da cadeia V9: http://acraiz.icpbrasil.gov.br/LCRacraizv9.crl. </div><div class="t m0 x32 h4 y4e3 ff6 fs0 fc0 sc0 ls0 ws0">xi.<span class="ff5"> <span class="_ _34"> </span></span>para certificados da cadeia V10: http://acraiz.icpbrasil.gov.br/LCRacraizv10.crl. </div><div class="t m0 x33 h4 y4e4 ff6 fs0 fc0 sc0 ls0 ws0">xii.<span class="ff5"> <span class="_ _34"> </span></span>para certificados da cadeia V11: http://acraiz.icpbrasil.gov.br/LCRacraizv11.crl. </div><div class="t m0 x2e h4 y4e5 ff6 fs0 fc0 sc0 ls0 ws0">d)<span class="ff5"> <span class="_ _2a"> </span><span class="ffa">Certificate Policies</span></span>: especifica o <span class="ff8">Object<span class="_ _7"></span> Identifier </span>(OID) da DPC da AC Raiz e o atributo id-</div><div class="t m0 x2f h8 y4e6 ff6 fs0 fc0 sc0 ls0 ws0">qt-cps com o endereço na Web desta DPC L(http://acraiz.icpbrasil.gov.br/DPCacraiz.pdf). </div><div class="t m0 x2e h4 y4e7 ff6 fs0 fc0 sc0 ls1 ws0">e)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ffa">SubjectKeyIdentifier<span class="ff6">: contém o <span class="ff8">hash</span> da chave pública da AC Raiz. </span></span></span></div><div class="t m0 x4 h4 y4e8 ff6 fs0 fc0 sc0 ls0 ws0">7.1.2.2<span class="ff5"> <span class="_ _8"></span><span class="ff6">O <span class="_ _6"></span>certificado <span class="_ _6"></span>da <span class="_ _6"></span>AC <span class="_ _c"></span>de <span class="_ _6"></span>nível <span class="_ _6"></span>imediatamente <span class="_ _6"></span>subsequente <span class="_ _c"></span>ao <span class="_ _6"></span>da <span class="_ _6"></span>AC <span class="_ _6"></span>Raiz <span class="_ _c"></span>pode <span class="_ _6"></span>implementar </span></span></div><div class="t m0 x4 h8 y4e9 ff6 fs0 fc0 sc0 ls0 ws0">quaisquer das extensões previstas na versão 3 do padrão ITU-T X.509. </div><div class="t m0 x4 h4 y4ea ff6 fs0 fc0 sc0 ls0 ws0">7.1.2.2.1<span class="ff5"> <span class="_ _32"> </span></span>As seguintes extensões são obrigatórias:  </div><div class="t m0 x2e h4 y4eb ff6 fs0 fc0 sc0 ls1 ws0">a)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ffd">“<span class="ffa">Authority <span class="_ _5"></span>Key <span class="_ _5"></span>Identifier</span>”, <span class="_ _5"></span>não <span class="_ _5"></span>crítica<span class="ff6">: <span class="_ _5"></span>o <span class="_ _5"></span>campo <span class="_ _5"></span><span class="ff8">keyIdentifier</span> <span class="_ _5"></span>deve <span class="_ _5"></span>conter <span class="_ _5"></span>o <span class="_ _5"></span><span class="ff8">hash</span>, <span class="_ _5"></span>obtido </span></span></span></div><div class="t m0 x2f h8 y4ec ff6 fs0 fc0 sc0 ls0 ws0">com algoritmo da família SHA, da chave pública da AC que emite o certificado;  </div><div class="t m0 x2e h4 y4ed ff6 fs0 fc0 sc0 ls0 ws0">b)<span class="ff5"> <span class="_ _2a"> </span><span class="ffd">“<span class="ffa">Subject <span class="_ _c"></span>Key <span class="_ _c"></span>Ident<span class="_ _7"></span>ifier</span>”, <span class="_ _c"></span>não <span class="_ _c"></span>cr<span class="ff7">ítica</span></span></span>: <span class="_ _c"></span>deve <span class="_ _c"></span>conter <span class="_ _6"></span>o <span class="_ _c"></span><span class="ff8">hash</span>, <span class="_ _c"></span>obtido <span class="_ _6"></span>com <span class="_ _7"></span>algorit<span class="_ _7"></span>mo <span class="_ _c"></span>da <span class="_ _c"></span>família </div><div class="t m0 x2f h8 y4ee ff6 fs0 fc0 sc0 ls0 ws0">SHA, da chave pública da AC titular do certificado;  </div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
<div id="pf32" class="pf w0 h0" data-page-no="32"><div class="pc pc32 w0 h0"><img class="bi x7 y2b w4 h7" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y2c ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2d w5 h9"><div class="t m0 x9 h8 y2e ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xa y2d w6 h9"><div class="t m0 xb ha y2f ff7 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y30 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y31 ff8 fs3 fc0 sc0 ls0 ws0">Declaração de Práticas de Certificaçã<span class="_ _7"></span>o da Autoridade Certificadora<span class="_ _7"></span> Raiz da ICP-Brasil <span class="ff9">–</span> <span class="lsb">DO</span>C-ICP-<span class="ls9">01</span> <span class="lsc">v.</span>6<span class="lsa">.0<span class="_ _7"></span></span> <span class="_ _d"></span> <span class="_ _e"> </span> <span class="_ _e"> </span> <span class="_ _e"> </span><span class="ffa ls9">48</span> </div><div class="t m0 x2e h4 y72 ff6 fs0 fc0 sc0 ls1 ws0">c)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ffd">“<span class="ffa">Key <span class="_ _b"></span>Usage</span>”, <span class="_ _2"> </span>crítica<span class="ff6">: <span class="_ _b"></span>os <span class="_ _2"></span>bits <span class="_ _2"></span><span class="ff8">keyCertSign</span> <span class="_ _b"></span></span></span></span>e <span class="_ _2"></span><span class="ff8 ls0">cRLSign<span class="ff6"> <span class="_ _b"></span>devem <span class="_ _2"></span>estar <span class="_ _b"></span>ativados, <span class="_ _2"></span>podendo <span class="_ _b"></span>ser </span></span></div><div class="t m0 x2f h8 y1dc ff6 fs0 fc0 sc0 ls0 ws0">ativados outros <span class="ff8">bits</span> para casos específicos;  </div><div class="t m0 x2e h4 y4bb ff6 fs0 fc0 sc0 ls0 ws0">d)<span class="ff5"> <span class="_ _2a"> </span><span class="ffd">“<span class="ffa">Certificate Policies</span>”, não crítica</span></span>. O campo <span class="ff8">policyIdentifier</span> deve conter:  </div><div class="t m0 x30 h4 y21d ff6 fs0 fc0 sc0 ls1a ws0">i.<span class="ff5 ls0"> <span class="_ _34"> </span><span class="ff6">se  a  AC  emite  certificados  para  outras  ACs,  o  OID  da  DPC  da  AC  titular  do </span></span></div><div class="t m0 x35 h8 y4ef ff6 fs0 fc0 sc0 ls0 ws0">certificado; ou  </div><div class="t m0 x31 h4 y4f0 ff6 fs0 fc0 sc0 ls1a ws0">ii.<span class="ff5 ls0"> <span class="_ _34"> </span><span class="ff6">se <span class="_ _2"></span>a <span class="_ _2"></span>AC <span class="_ _2"></span>emite <span class="_ _2"></span>certificados <span class="_ _2"></span>para <span class="_ _2"></span>usuários <span class="_ _b"></span>fi<span class="_ _7"></span>nais, <span class="_ _2"></span>os <span class="_ _2"></span>OID <span class="_ _b"></span>das <span class="_ _2"> </span>PCs <span class="_ _2"> </span>implementadas, </span></span></div><div class="t m0 x35 h8 y4f1 ff6 fs0 fc0 sc0 ls0 ws0">contendo <span class="_ _a"></span>o <span class="_ _a"></span>campo <span class="_ _a"></span><span class="ff8">policyQualifiers</span> <span class="_ _a"></span>com <span class="_ _a"></span>o <span class="_ _a"></span>atributo <span class="_ _a"></span>id<span class="_ _7"></span>-<span class="ls19">qt</span>-<span class="ls1">cp</span>s <span class="_ _a"></span>e <span class="_ _a"></span>o <span class="_ _a"></span>endereço <span class="_ _a"></span>Web <span class="_ _b"></span>da </div><div class="t m0 x35 h8 y4f2 ff6 fs0 fc0 sc0 ls0 ws0">DPC da AC. </div><div class="t m0 x2e h4 y4f3 ff6 fs0 fc0 sc0 ls1 ws0">e)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ffd">“<span class="ffa">Basic Constraints</span>”, crítica<span class="ff6">: deve conter o campo cA=True; e  </span></span></span></div><div class="t m0 x2e h4 y4f4 ff6 fs0 fc0 sc0 ls1a ws0">f)<span class="ff5 ls0"> <span class="_ _23"> </span><span class="ffd">“<span class="ffa">CRL <span class="_ _b"></span>Distribution <span class="_ _b"></span>Points<span class="_ _7"></span></span>”, <span class="_ _b"> </span>não <span class="_ _b"> </span>crítica<span class="ff6">: <span class="_ _b"></span>deve <span class="_ _b"></span>conter <span class="_ _b"></span>endereço <span class="_ _2"></span>na <span class="_ _a"></span>Web <span class="_ _b"></span>onde <span class="_ _b"></span>se <span class="_ _b"></span>obtém <span class="_ _b"></span>a </span></span></span></div><div class="t m0 x2f h8 ye ff6 fs0 fc0 sc0 ls0 ws0">LCR correspondente ao certificado, conforme item 7.1.2.1.c. </div><div class="t m0 x4 h4 y51 ff6 fs0 fc0 sc0 ls0 ws0">7.1.2.2.2<span class="ff5"> <span class="_ _32"> </span></span>Para ACs que emitem certificado SSL também são obrigatórias as extensões:  </div><div class="t m0 x2e h4 y2a3 ff6 fs0 fc0 sc0 ls1 ws0">a)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ffd">“<span class="ffa">Extended <span class="_ _5"></span>Key <span class="_ _6"></span>Usage</span>”, <span class="_ _5"></span>não <span class="_ _5"></span>crítica<span class="ff6">: <span class="_ _5"></span>deve <span class="_ _5"></span>conter <span class="_ _6"></span>o <span class="_ _5"></span>propósito <span class="_ _5"></span><span class="ff8">server <span class="_ _5"></span>authentication</span> <span class="_ _5"></span>OID <span class="_ _6"></span>= </span></span></span></div><div class="t m0 x2f h8 y4f5 ff6 fs0 fc0 sc0 ls0 ws0">1.3.6.1.5.5.7.3.1. Pode conter o propósito <span class="ff8">client authentication</span> OID = 1.3.6.1.5.5.7.3.2<span class="ls1a">; </span>e </div><div class="t m0 x2e h4 y207 ff6 fs0 fc0 sc0 ls0 ws0">b)<span class="ff5"> <span class="_ _2a"> </span><span class="ffd">“<span class="ffa">Authority <span class="_ _6"></span>Infor<span class="_ _7"></span>mation <span class="_ _6"></span>Access</span>”, <span class="_ _5"></span>não <span class="_ _6"></span>crítica</span></span>: <span class="_ _5"></span>a <span class="_ _6"></span>primeira <span class="_ _5"></span>entrada <span class="_ _6"></span>deve <span class="_ _5"></span>conter <span class="_ _6"></span>o <span class="_ _5"></span>método <span class="_ _6"></span>de </div><div class="t m0 x2f h8 y472 ff6 fs0 fc0 sc0 ls1 ws0">ac<span class="ls0">esso <span class="_ _c"></span>id-</span>ad<span class="ls0">-caIssuer, <span class="_ _6"></span>utilizando <span class="_ _6"></span>um <span class="_ _c"></span>dos <span class="_ _6"></span>seguintes <span class="_ _6"></span>protocolos <span class="_ _c"></span>de <span class="_ _6"></span>acesso, <span class="_ _6"></span>HTTP, <span class="_ _c"></span>HTTPS <span class="_ _6"></span>ou </span></div><div class="t m0 x2f h8 y473 ff6 fs0 fc0 sc0 ls0 ws0">LDAP, para a recuperação da cadeia de certificação. </div><div class="t m0 x4 h4 y4f6 ff6 fs0 fc0 sc0 ls0 ws0">7.1.3<span class="ff5"> <span class="_ _2d"> </span></span>Identificadores de algoritmo  </div><div class="t m0 x4 h4 y372 ff6 fs0 fc0 sc0 ls0 ws0">7.1.3.1<span class="ff5"> <span class="_ _8"></span><span class="ff6">O <span class="_ _2"> </span>cer<span class="_ _7"></span>tificado <span class="_ _2"> </span>da <span class="_ _2"> </span>AC <span class="_ _2"> </span>Raiz <span class="_ _21"> </span>é <span class="_ _b"></span>assinado <span class="_ _2"> </span>com <span class="_ _21"> </span>o <span class="_ _b"></span>uso <span class="_ _21"> </span>do <span class="_ _b"></span>algor<span class="_ _7"></span>itmo <span class="_ _2"> </span>definido <span class="_ _21"> </span>em <span class="_ _2"></span>regulamento </span></span></div><div class="t m0 x4 h8 y4f7 ff6 fs0 fc0 sc0 ls0 ws0">editado <span class="_ _5"></span>por <span class="_ _5"></span>instrução <span class="_ _5"></span>normativa <span class="_ _5"></span>da <span class="_ _6"></span>AC <span class="_ _5"></span>Raiz <span class="_ _5"></span>que <span class="_ _5"></span>defina <span class="_ _5"></span>os <span class="_ _5"></span>padrões <span class="_ _5"></span>e <span class="_ _5"></span>algoritmos <span class="_ _5"></span>criptográficos <span class="_ _5"></span>da </div><div class="t m0 x4 h8 y4f8 ff6 fs0 fc0 sc0 ls0 ws0">ICP-Brasil.  </div><div class="t m0 x4 h4 y375 ff6 fs0 fc0 sc0 ls0 ws0">7.1.3.2<span class="ff5"> <span class="_ _8"></span><span class="ff6">O <span class="_ _7"></span>certificado <span class="_ _7"></span>de <span class="_ _7"></span>AC <span class="_ _7"></span>de <span class="_ _7"></span>nível <span class="_ _7"></span>subsequente <span class="_ _7"></span>ao <span class="_ _7"></span>da AC <span class="_ _7"></span>Raiz <span class="_ _7"></span>é <span class="_ _7"></span>assinado <span class="_ _7"></span>com <span class="_ _7"></span>o <span class="_ _7"></span>uso de <span class="_ _7"></span>algor<span class="_ _7"></span>itmo </span></span></div><div class="t m0 x4 h8 y376 ff6 fs0 fc0 sc0 ls0 ws0">definido <span class="_ _2"> </span>em <span class="_ _2"> </span>regulamento <span class="_ _2"> </span>editado <span class="_ _2"> </span>por <span class="_ _2"> </span>instrução <span class="_ _2"> </span>normativa <span class="_ _2"> </span>da <span class="_ _2"> </span>AC <span class="_ _2"> </span>Raiz <span class="_ _2"> </span>que <span class="_ _21"> </span>defina <span class="_ _b"></span>os <span class="_ _2"> </span>padrões <span class="_ _2"> </span>e </div><div class="t m0 x4 h8 y377 ff6 fs0 fc0 sc0 ls0 ws0">algoritmos criptográficos da ICP-Brasil.  </div><div class="t m0 x4 h4 y407 ff6 fs0 fc0 sc0 ls0 ws0">7.1.4<span class="ff5"> <span class="_ _2d"> </span></span>Formatos de nome  </div><div class="t m0 x4 h4 y4f9 ff6 fs0 fc0 sc0 ls0 ws0">7.1.4.1<span class="ff5"> <span class="_ _8"></span><span class="ff6">Os <span class="_ _1d"> </span>nomes <span class="_ _30"> </span>do <span class="_ _1d"> </span>titular <span class="_ _30"> </span>e <span class="_ _1d"> </span>do <span class="_ _30"> </span>emissor <span class="_ _1d"> </span>do <span class="_ _1d"> </span>certificado <span class="_ _30"> </span>da <span class="_ _30"> </span>AC <span class="_ _1d"> </span>Raiz, <span class="_ _30"> </span>constantes <span class="_ _1d"> </span>do <span class="_ _30"> </span>campo </span></span></div><div class="t m0 x4 h8 y4fa ff10 fs0 fc0 sc0 ls0 ws0">“<span class="ff8">Distinguished <span class="_ _b"></span>Name</span>” <span class="_ _b"> </span>(DN), <span class="_ _b"> </span>são <span class="_ _b"> </span>os <span class="_ _2"> </span>mesmos <span class="_ _b"> </span>e <span class="_ _b"> </span>seguem <span class="_ _b"> </span>o <span class="_ _b"> </span>padrão <span class="_ _b"> </span>ITU<span class="_ _7"></span><span class="ff6">-T <span class="_ _b"></span>X.501/ISO/IEC <span class="_ _b"></span>9594-2, </span></div><div class="t m0 x4 h8 y4fb ff6 fs0 fc0 sc0 ls0 ws0">como abaixo descrito:  </div><div class="t m0 x2e h4 y3c6 ff6 fs0 fc0 sc0 ls1 ws0">a)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ff6">para certificado da cadeia inicial: </span></span></div><div class="t m0 x36 h8 y4fc ff6 fs0 fc0 sc0 ls0 ws0">C = BR  </div><div class="t m0 x36 h8 y466 ff6 fs0 fc0 sc0 ls0 ws0">O = ICP-Brasil  </div><div class="t m0 x36 h8 y4fd ff6 fs0 fc0 sc0 ls0 ws0">OU = Instituto Nacional de Tecnologia da Informação - ITI  </div><div class="t m0 x36 h8 y4fe ff6 fs0 fc0 sc0 ls0 ws0">CN = Autoridade Certificadora Raiz Brasileira  </div><div class="t m0 x2e h4 y4ff ff6 fs0 fc0 sc0 ls0 ws0">b)<span class="ff5"> <span class="_ _2a"> </span></span>para certificado da cadeia V1: </div><div class="t m0 x36 h8 y500 ff6 fs0 fc0 sc0 ls0 ws0">C = BR  </div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
<div id="pf33" class="pf w0 h0" data-page-no="33"><div class="pc pc33 w0 h0"><img class="bi x7 y2b w4 h7" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y2c ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2d w5 h9"><div class="t m0 x9 h8 y2e ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xa y2d w6 h9"><div class="t m0 xb ha y2f ff7 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y30 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y31 ff8 fs3 fc0 sc0 ls0 ws0">Declaração de Práticas de Certificaçã<span class="_ _7"></span>o da Autoridade Certificadora<span class="_ _7"></span> Raiz da ICP-Brasil <span class="ff9">–</span> <span class="lsb">DO</span>C-ICP-<span class="ls9">01</span> <span class="lsc">v.</span>6<span class="lsa">.0<span class="_ _7"></span></span> <span class="_ _d"></span> <span class="_ _e"> </span> <span class="_ _e"> </span> <span class="_ _e"> </span><span class="ffa ls9">49</span> </div><div class="t m0 x36 h8 y72 ff6 fs0 fc0 sc0 ls0 ws0">O = ICP-Bras<span class="ls1a">il </span> </div><div class="t m0 x36 h8 y501 ff6 fs0 fc0 sc0 ls0 ws0">OU = Instituto Nacional de Tecnologia da Informação - ITI  </div><div class="t m0 x36 h8 y1c0 ff6 fs0 fc0 sc0 ls0 ws0">CN = Autoridade Certificadora Raiz Brasileira v1 </div><div class="t m0 x2e h4 y469 ff6 fs0 fc0 sc0 ls1 ws0">c)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ff6">para certificado da cadeia V2 </span></span></div><div class="t m0 x36 h8 y502 ff6 fs0 fc0 sc0 ls0 ws0">C = BR </div><div class="t m0 x36 h8 y21e ff6 fs0 fc0 sc0 ls0 ws0">O = ICP-Brasil </div><div class="t m0 x36 h8 y503 ff6 fs0 fc0 sc0 ls0 ws0">OU = Instituto Nacional de Tecnologia da Informação <span class="ff10">–</span> ITI </div><div class="t m0 x36 h8 y504 ff6 fs0 fc0 sc0 ls0 ws0">CN = Autoridade Certificadora Raiz Brasileira v2 </div><div class="t m0 x2e h4 y505 ff6 fs0 fc0 sc0 ls0 ws0">d)<span class="ff5"> <span class="_ _2a"> </span></span>para certificado da cadeia V3: </div><div class="t m0 x36 h8 y202 ff6 fs0 fc0 sc0 ls0 ws0">C = BR </div><div class="t m0 x36 h8 y4aa ff6 fs0 fc0 sc0 ls0 ws0">O = ICP-Brasil </div><div class="t m0 x36 h8 y506 ff6 fs0 fc0 sc0 ls0 ws0">OU = Instituto Nacional de Tecnologia da Informação <span class="ff10">–</span> ITI </div><div class="t m0 x36 h8 y4ab ff6 fs0 fc0 sc0 ls0 ws0">CN = Autoridade Certificadora Raiz Brasileira v3 </div><div class="t m0 x2e h4 y1e9 ff6 fs0 fc0 sc0 ls1 ws0">e)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ff6">para certificado da cadeia V4: </span></span></div><div class="t m0 x36 h8 y507 ff6 fs0 fc0 sc0 ls0 ws0">C = BR </div><div class="t m0 x36 h8 y508 ff6 fs0 fc0 sc0 ls0 ws0">O = ICP-Brasil </div><div class="t m0 x36 h8 y509 ff6 fs0 fc0 sc0 ls0 ws0">OU = Instituto Nacional de Tecnologia da Informação <span class="ff10">–</span> ITI </div><div class="t m0 x36 h8 y50a ff6 fs0 fc0 sc0 ls0 ws0">CN = Autoridade Certificadora Raiz Brasileira v4 </div><div class="t m0 x2e h4 y50b ff6 fs0 fc0 sc0 ls1a ws0">f)<span class="ff5 ls0"> <span class="_ _23"> </span><span class="ff6">para certificado da cadeia V5: </span></span></div><div class="t m0 x36 h8 y50c ff6 fs0 fc0 sc0 ls0 ws0">C = BR  </div><div class="t m0 x36 h8 y50d ff6 fs0 fc0 sc0 ls0 ws0">O = ICP-Brasil  </div><div class="t m0 x36 h8 y50e ff6 fs0 fc0 sc0 ls0 ws0">OU = Instituto Nacional de Tecnologia da Informação <span class="ff10">–</span> ITI  </div><div class="t m0 x36 h8 y50f ff6 fs0 fc0 sc0 ls0 ws0">CN = Autoridade Certificadora Raiz Brasileira <span class="ls19">v5</span> </div><div class="t m0 x2e h4 y510 ff6 fs0 fc0 sc0 ls0 ws0">g)<span class="ff5"> <span class="_ _2a"> </span></span>para certificado da cadeia V6: </div><div class="t m0 x36 h8 y511 ff6 fs0 fc0 sc0 ls0 ws0">C = BR  </div><div class="t m0 x36 h8 y512 ff6 fs0 fc0 sc0 ls0 ws0">O = ICP-Brasil  </div><div class="t m0 x36 h8 y513 ff6 fs0 fc0 sc0 ls0 ws0">OU = Instituto Nacional de Tecnologia da Informação <span class="ff10">–</span> ITI  </div><div class="t m0 x36 h8 y514 ff6 fs0 fc0 sc0 ls0 ws0">CN = Autoridade Certificadora Raiz Brasileira V6 </div><div class="t m0 x2e h4 y515 ff6 fs0 fc0 sc0 ls0 ws0">h)<span class="ff5"> <span class="_ _2a"> </span></span>para certificado da cadeia V7: </div><div class="t m0 x36 h8 y516 ff6 fs0 fc0 sc0 ls0 ws0">C = BR  </div><div class="t m0 x36 h8 y3e2 ff6 fs0 fc0 sc0 ls0 ws0">O = ICP-Brasil  </div><div class="t m0 x36 h8 y517 ff6 fs0 fc0 sc0 ls0 ws0">OU = Instituto Nacional de Tecnologia da Informação <span class="ff10">–</span> ITI  </div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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"/><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y2c ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2d w5 h9"><div class="t m0 x9 h8 y2e ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xa y2d w6 h9"><div class="t m0 xb ha y2f ff7 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y30 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y31 ff8 fs3 fc0 sc0 ls0 ws0">Declaração de Práticas de Certificaçã<span class="_ _7"></span>o da Autoridade Certificadora<span class="_ _7"></span> Raiz da ICP-Brasil <span class="ff9">–</span> <span class="lsb">DO</span>C-ICP-<span class="ls9">01</span> <span class="lsc">v.</span>6<span class="lsa">.0<span class="_ _7"></span></span> <span class="_ _d"></span> <span class="_ _e"> </span> <span class="_ _e"> </span> <span class="_ _e"> </span><span class="ffa ls9">50</span> </div><div class="t m0 x36 h8 y72 ff6 fs0 fc0 sc0 ls0 ws0">CN = Autoridade Certificadora Raiz Brasileira V7 </div><div class="t m0 x2e h4 y501 ff6 fs0 fc0 sc0 ls1a ws0">i)<span class="ff5 ls0"> <span class="_ _22"> </span><span class="ff6">para certificado da cadeia V8: </span></span></div><div class="t m0 x36 h8 y518 ff6 fs0 fc0 sc0 ls0 ws0">C = BR  </div><div class="t m0 x36 h8 y519 ff6 fs0 fc0 sc0 ls0 ws0">O = ICP-Brasil  </div><div class="t m0 x36 h8 y502 ff6 fs0 fc0 sc0 ls0 ws0">OU = Instituto Nacional de Tecnologia da Informação <span class="ff10">–</span> ITI  </div><div class="t m0 x36 h8 y21e ff6 fs0 fc0 sc0 ls0 ws0">CN = Autoridade Certificadora Raiz Brasileira V8 </div><div class="t m0 x2e h4 y503 ff6 fs0 fc0 sc0 ls1a ws0">j)<span class="ff5 ls0"> <span class="_ _22"> </span><span class="ff6">para certificado da cadeia V9: </span></span></div><div class="t m0 x36 h8 y484 ff6 fs0 fc0 sc0 ls0 ws0">C = BR  </div><div class="t m0 x36 h8 y51a ff6 fs0 fc0 sc0 ls0 ws0">O = ICP-Brasil  </div><div class="t m0 x36 h8 y202 ff6 fs0 fc0 sc0 ls0 ws0">OU = Instituto Nacional de Tecnologia da Informação <span class="ff10">–</span> ITI  </div><div class="t m0 x36 h8 y4aa ff6 fs0 fc0 sc0 ls0 ws0">CN = Autoridade Certificadora Raiz Brasileira V9 </div><div class="t m0 x2e h4 y506 ff6 fs0 fc0 sc0 ls0 ws0">k)<span class="ff5"> <span class="_ _2a"> </span></span>para certificado da cadeia V10: </div><div class="t m0 x36 h8 y51b ff6 fs0 fc0 sc0 ls0 ws0">C = BR  </div><div class="t m0 x36 h8 y51c ff6 fs0 fc0 sc0 ls0 ws0">O = ICP-Brasil  </div><div class="t m0 x36 h8 y507 ff6 fs0 fc0 sc0 ls0 ws0">OU = Instituto Nacional de Tecnologia da Informação <span class="ff10">–</span> ITI  </div><div class="t m0 x36 h8 y508 ff6 fs0 fc0 sc0 ls0 ws0">CN = Autoridade Certificadora Raiz Brasileira V10 </div><div class="t m0 x2e h4 y509 ff6 fs0 fc0 sc0 ls1a ws0">l)<span class="ff5 ls0"> <span class="_ _22"> </span><span class="ff6">para certificado da cadeia V11: </span></span></div><div class="t m0 x36 h8 y51d ff6 fs0 fc0 sc0 ls0 ws0">C = BR  </div><div class="t m0 x36 h8 y51e ff6 fs0 fc0 sc0 ls0 ws0">O = ICP-Brasil  </div><div class="t m0 x36 h8 y50c ff6 fs0 fc0 sc0 ls0 ws0">OU = Instituto Nacional de Tecnologia da Informação <span class="ff10">–</span> ITI  </div><div class="t m0 x36 h8 y50d ff6 fs0 fc0 sc0 ls0 ws0">CN = Autoridade Certificadora Raiz Brasileira V11 </div><div class="t m0 x4 h4 y50e ff6 fs0 fc0 sc0 ls0 ws0">7.1.4.2<span class="ff5"> <span class="_ _8"></span><span class="ff6">Os <span class="_ _6"></span>nomes <span class="_ _c"></span>do <span class="_ _c"></span>titular <span class="_ _6"></span>e <span class="_ _c"></span>do <span class="_ _c"></span>emissor <span class="_ _6"></span>do <span class="_ _c"></span>certificado <span class="_ _c"></span>de <span class="_ _c"></span>AC <span class="_ _c"></span>de <span class="_ _6"></span>nível <span class="_ _c"></span>imediatamente <span class="_ _c"></span>subsequente </span></span></div><div class="t m0 x4 h8 y51f ff10 fs0 fc0 sc0 ls0 ws0">ao <span class="_ _24"> </span>da <span class="_ _24"> </span>AC  Raiz, <span class="_ _24"> </span>constantes <span class="_ _24"> </span>do <span class="_ _24"> </span>campo <span class="_ _24"> </span>“<span class="ff8">Distinguished <span class="_ _24"> </span>Name</span>” <span class="_ _4"> </span>(DN), <span class="_ _24"> </span>seguem <span class="_ _24"> </span>o <span class="_ _24"> </span>padrão <span class="_ _4"> </span>ITU<span class="_ _7"></span><span class="ff6">-<span class="ls5">T </span></span></div><div class="t m0 x4 h8 y520 ff6 fs0 fc0 sc0 ls0 ws0">X.501/ISO/IEC 9594-2, da seguinte forma:  </div><div class="t m0 x2e h4 y521 ff6 fs0 fc0 sc0 ls1 ws0">a)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ff6">DN do titular: </span></span></div><div class="t m0 x36 h8 y522 ff6 fs0 fc0 sc0 ls0 ws0">C = BR  </div><div class="t m0 x36 h8 y523 ff6 fs0 fc0 sc0 ls0 ws0">O = ICP-Brasil  </div><div class="t m0 x36 h8 y524 ff6 fs0 fc0 sc0 ls0 ws0">OU = &lt;CN da cadeia&gt; </div><div class="t m0 x36 h8 y525 ff6 fs0 fc0 sc0 ls0 ws0">CN = &lt;nome da AC subordinada&gt; </div><div class="t m0 x2e h4 y526 ff6 fs0 fc0 sc0 ls0 ws0">b)<span class="ff5"> <span class="_ _2a"> </span></span>DN do emissor: </div><div class="t m0 x36 h8 y24d ff6 fs0 fc0 sc0 ls0 ws0">C = BR  </div><div class="t m0 x36 h8 y527 ff6 fs0 fc0 sc0 ls0 ws0">O = ICP-Brasil  </div><div class="t m0 x36 h8 y528 ff6 fs0 fc0 sc0 ls0 ws0">OU = Instituto Nacional de Tecnologia da Informação - ITI  </div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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"/><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y2c ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2d w5 h9"><div class="t m0 x9 h8 y2e ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xa y2d w6 h9"><div class="t m0 xb ha y2f ff7 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y30 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y31 ff8 fs3 fc0 sc0 ls0 ws0">Declaração de Práticas de Certificaçã<span class="_ _7"></span>o da Autoridade Certificadora<span class="_ _7"></span> Raiz da ICP-Brasil <span class="ff9">–</span> <span class="lsb">DO</span>C-ICP-<span class="ls9">01</span> <span class="lsc">v.</span>6<span class="lsa">.0<span class="_ _7"></span></span> <span class="_ _d"></span> <span class="_ _e"> </span> <span class="_ _e"> </span> <span class="_ _e"> </span><span class="ffa ls9">51</span> </div><div class="t m0 x36 h8 y72 ff6 fs0 fc0 sc0 ls0 ws0">CN = &lt;CN da cadeia&gt;  </div><div class="t m0 x4 h4 y1bf ff6 fs0 fc0 sc0 ls0 ws0">7.1.5<span class="ff5"> <span class="_ _2d"> </span></span>Restrições de nome  </div><div class="t m0 x4 h4 y1fc ff6 fs0 fc0 sc0 ls0 ws0">7.1.5.1<span class="ff5"> <span class="_ _8"></span><span class="ff6">Não são admitidos caracteres especiais ou de acentuação <span class="_ _7"></span>nos campos do DN.  </span></span></div><div class="t m0 x4 h4 y529 ff6 fs0 fc0 sc0 ls0 ws0">7.1.5.2<span class="ff5"> <span class="_ _8"></span><span class="ff6">O  nome <span class="_ _4"> </span>da  AC  ti<span class="_ _7"></span>tular  do  certificado  deve  ser  submetido  à  aprovação  no <span class="_ _4"> </span>processo  de </span></span></div><div class="t m0 x4 h8 y4d3 ff6 fs0 fc0 sc0 ls0 ws0">credenciamento. </div><div class="t m0 x4 h4 y52a ff6 fs0 fc0 sc0 ls0 ws0">7.1.6<span class="ff5"> <span class="_ _2d"> </span></span>OID (Object Identifier) da DPC  </div><div class="t m0 x4 h8 y52b ff6 fs0 fc0 sc0 ls0 ws0">O OID desta DPC é 2.16.76.1.1.0 </div><div class="t m0 x4 h4 y52c ff6 fs0 fc0 sc0 ls0 ws0">7.1.7<span class="ff5"> <span class="_ _2d"> </span><span class="ff10">Uso da extensão “<span class="ff8">Policy Constraints</span><span class="ls1">” </span></span></span> </div><div class="t m0 x4 h8 y52d ff6 fs0 fc0 sc0 ls0 ws0">Não <span class="_ _a"></span>se <span class="_ _a"></span>aplica <span class="_ _a"></span>para <span class="_ _b"></span>AC <span class="_ _a"></span>Raiz. <span class="_ _a"></span>Se <span class="_ _b"></span>a <span class="_ _a"></span><span class="ff10">AC <span class="_ _a"> </span>emite <span class="_ _b"> </span>certificados <span class="_ _a"></span>para <span class="_ _a"></span>usuários <span class="_ _a"> </span>finais <span class="_ _b"> </span>a <span class="_ _a"></span>extensão <span class="_ _a"></span>“<span class="_ _7"></span><span class="ff8">Policy </span></span></div><div class="t m0 x4 h8 y52e ff8 fs0 fc0 sc0 ls0 ws0">Constraints<span class="ff10">” poderá ser utilizada na forma definida pela RFC 5280<span class="ff6"> [15]. </span></span></div><div class="t m0 x4 h4 y52f ff6 fs0 fc0 sc0 ls0 ws0">7.1.8<span class="ff5"> <span class="_ _2d"> </span></span>Sintaxe e semântica dos qualificadores de política  </div><div class="t m0 x4 h8 y530 ff6 fs0 fc0 sc0 ls0 ws0">Os <span class="_ _3"> </span>certificados <span class="_ _2a"> </span>emitidos <span class="_ _2a"> </span>pela <span class="_ _3"> </span>AC <span class="_ _2a"> </span>Raiz <span class="_ _2a"> </span>implementa <span class="_ _3"> </span>qualificadores <span class="_ _2a"> </span>de <span class="_ _3"> </span>po<span class="_ _7"></span>lí<span class="_ _7"></span>ticas <span class="_ _3"> </span>na <span class="_ _2a"> </span>extensão </div><div class="t m0 x4 h8 y531 ff10 fs0 fc0 sc0 ls0 ws0">“<span class="ff8">Certificate Policies</span>”, conforme descrito no item 7.1.2 desta DPC.<span class="ff6"> </span></div><div class="t m0 x4 h4 y532 ff6 fs0 fc0 sc0 ls0 ws0">7.1.9<span class="ff5"> <span class="_ _2d"> </span></span>Semântica de processamento para as extensões críticas de PC </div><div class="t m0 x4 h8 y533 ff6 fs0 fc0 sc0 ls0 ws0">Não se aplica. </div><div class="t m0 x4 h22 y534 ff7 fs0 fc0 sc0 ls0 ws0">7.2<span class="ff11"> <span class="_ _25"> </span></span>Perfil de LCR </div><div class="t m0 x4 h8 y535 ff6 fs0 fc0 sc0 ls0 ws0">Todos <span class="_ _b"></span>os <span class="_ _b"></span>certificados <span class="_ _a"></span>das <span class="_ _b"></span>ACs <span class="_ _b"></span>de <span class="_ _b"></span>nível <span class="_ _b"></span>imediatamente <span class="_ _b"></span>subsequente <span class="_ _b"></span>ao <span class="_ _b"></span>da <span class="_ _b"></span>AC <span class="_ _a"></span>Raiz<span class="_ _7"></span> <span class="_ _b"></span>d<span class="_ _7"></span>evem <span class="_ _b"></span>ter <span class="_ _b"></span>a </div><div class="t m0 x4 h8 y180 ff6 fs0 fc0 sc0 ls0 ws0">validade <span class="_ _5"></span>verificada <span class="_ _5"></span>na <span class="_ _6"></span>LCR <span class="_ _5"></span>da <span class="_ _5"></span>AC <span class="_ _5"></span>Raiz <span class="_ _5"></span>antes <span class="_ _5"></span>de <span class="_ _5"></span>serem <span class="_ _5"></span>utilizados. <span class="_ _6"></span>Também <span class="_ _5"></span>deve <span class="_ _5"></span>ser <span class="_ _5"></span>verificada <span class="_ _5"></span>a </div><div class="t m0 x4 h8 y536 ff6 fs0 fc0 sc0 ls0 ws0">autenticidade da LCR da AC Raiz por meio da verificação da assinatura da AC Raiz e do período de </div><div class="t m0 x4 h8 y537 ff6 fs0 fc0 sc0 ls0 ws0">validade da LCR.  </div><div class="t m0 x4 h4 y538 ff6 fs0 fc0 sc0 ls0 ws0">7.2.1<span class="ff5"> <span class="_ _2d"> </span></span>Número(s) de versão  </div><div class="t m0 x4 h8 y318 ff6 fs0 fc0 sc0 ls0 ws0">A AC Raiz implementa a sua LCR conforme a versão 2 do padrão ITU X.509.  </div><div class="t m0 x4 h4 y185 ff6 fs0 fc0 sc0 ls0 ws0">7.2.2<span class="ff5"> <span class="_ _2d"> </span></span>Extensões de LCR e de suas entradas  </div><div class="t m0 x4 h8 y539 ff6 fs0 fc0 sc0 ls0 ws0">A LCR emitida pela AC Raiz implementa as seguintes extensões previstas na RFC 5280 [15]<span class="ls1a">: </span> </div><div class="t m0 x2e h4 y53a ff6 fs0 fc0 sc0 ls1 ws0">a)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ffa">AuthorityKeyIdentifier<span class="ff7">:<span class="ff6"> <span class="_ _4"> </span><span class="ff10">contém <span class="_ _24"> </span>o <span class="_ _4"> </span>mes<span class="_ _7"></span>mo <span class="_ _4"> </span>valor <span class="_ _24"> </span>do <span class="_ _24"> </span>campo  “<span class="_ _7"></span><span class="ff8">Subject <span class="_ _4"> </span>Key <span class="_ _24"> </span>Identifier</span>” <span class="_ _24"> </span>do </span></span></span></span></span></div><div class="t m0 x2f h8 y53b ff6 fs0 fc0 sc0 ls0 ws0">certificado da AC Raiz; </div><div class="t m0 x2e h4 y53c ff6 fs0 fc0 sc0 ls0 ws0">b)<span class="ff5"> <span class="_ _2a"> </span><span class="ffa">cRLNumber</span></span>: contém um número sequencial para cada LCR emitida. </div><div class="t m0 x4 h22 y53d ff7 fs0 fc0 sc0 ls0 ws0">7.3<span class="ff11"> <span class="_ _25"> </span></span>Perfil de OCSP </div><div class="t m0 x4 h8 y53e ff6 fs0 fc0 sc0 ls0 ws0">Não se aplica </div><div class="t m0 x4 h4 y53f ff6 fs0 fc0 sc0 ls0 ws0">7.3.1<span class="ff5"> <span class="_ _2d"> </span></span>Número(s) de versão </div><div class="t m0 x4 h8 y540 ff6 fs0 fc0 sc0 ls0 ws0">Não se aplica </div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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"/><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y2c ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2d w5 h9"><div class="t m0 x9 h8 y2e ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xa y2d w6 h9"><div class="t m0 xb ha y2f ff7 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y30 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y31 ff8 fs3 fc0 sc0 ls0 ws0">Declaração de Práticas de Certificaçã<span class="_ _7"></span>o da Autoridade Certificadora<span class="_ _7"></span> Raiz da ICP-Brasil <span class="ff9">–</span> <span class="lsb">DO</span>C-ICP-<span class="ls9">01</span> <span class="lsc">v.</span>6<span class="lsa">.0<span class="_ _7"></span></span> <span class="_ _d"></span> <span class="_ _e"> </span> <span class="_ _e"> </span> <span class="_ _e"> </span><span class="ffa ls9">52</span> </div><div class="t m0 x4 h4 y72 ff6 fs0 fc0 sc0 ls0 ws0">7.3.2<span class="ff5"> <span class="_ _2d"> </span></span>Extensões de OCSP </div><div class="t m0 x4 h8 y171 ff6 fs0 fc0 sc0 ls0 ws0">Não se aplica </div><div class="t m0 x4 h21 y541 ff7 fs1 fc0 sc0 ls0 ws0">8<span class="ff11"> <span class="_ _22"> </span></span>AUDITORIA DE CONFORMIDADE E OUTRAS AVAL<span class="_ _7"></span>IAÇÕES </div><div class="t m0 x4 h8 y542 ff6 fs0 fc0 sc0 ls0 ws0">As <span class="_ _a"></span>fiscalizações <span class="_ _a"></span>e <span class="_ _a"></span>auditorias <span class="_ _a"></span>realizadas <span class="_ _a"></span>no <span class="_ _a"></span>âmbito <span class="_ _b"></span>da <span class="_ _a"></span>ICP-Brasil <span class="_ _a"></span>têm <span class="_ _b"></span>por <span class="_ _a"></span>objetivo <span class="_ _a"></span>verificar <span class="_ _a"></span>se <span class="_ _a"></span>os </div><div class="t m0 x4 h8 y543 ff6 fs0 fc0 sc0 ls0 ws0">processos, <span class="_ _1b"> </span>procedimentos <span class="_ _1b"> </span>e <span class="_ _1b"> </span>atividades <span class="_ _1b"> </span>das <span class="_ _20"> </span>enti<span class="_ _7"></span>dades <span class="_ _1b"> </span>integrantes <span class="_ _20"> </span>da <span class="_ _1b"> </span>ICP<span class="_ _7"></span>-Brasil <span class="_ _1b"> </span>estão <span class="_ _1b"> </span>em </div><div class="t m0 x4 h8 y544 ff6 fs0 fc0 sc0 ls0 ws0">conformidade  com <span class="_ _21"> </span>suas <span class="_ _21"> </span>respectivas  DPC, <span class="_ _21"> </span>PCs,  DPCT, <span class="_ _21"> </span>PCTs,  DPPSC, <span class="_ _21"> </span>PS  e <span class="_ _21"> </span>demais  normas <span class="_ _21"> </span>e </div><div class="t m0 x4 h8 y545 ff6 fs0 fc0 sc0 ls0 ws0">procedimentos estabelecidos pela ICP-Brasil.  </div><div class="t m0 x4 h22 y546 ff7 fs0 fc0 sc0 ls0 ws0">8.1<span class="ff11"> <span class="_ _25"> </span></span>Frequência e circunstâncias das avaliações </div><div class="t m0 x4 h8 y547 ff6 fs0 fc0 sc0 ls0 ws0">As <span class="_ _2"> </span>enti<span class="_ _7"></span>dades <span class="_ _2"> </span>integrantes <span class="_ _21"> </span>da <span class="_ _2"> </span>ICP-<span class="_ _7"></span>Brasil <span class="_ _2"> </span>sofrem <span class="_ _21"> </span>auditoria <span class="_ _2"> </span>prévia, <span class="_ _21"> </span>para <span class="_ _2"> </span>fins <span class="_ _21"> </span>de <span class="_ _2"> </span>credenciamento, <span class="_ _2"> </span>e </div><div class="t m0 x4 h8 y548 ff6 fs0 fc0 sc0 ls0 ws0">auditorias anuais, para fins de manutenção de credenciamento. </div><div class="t m0 x4 h22 y549 ff7 fs0 fc0 sc0 ls0 ws0">8.2<span class="ff11"> <span class="_ _25"> </span></span>Identificação/Qualificação do avaliador </div><div class="t m0 x4 h8 y54a ff6 fs0 fc0 sc0 ls0 ws0">As <span class="_ _6"></span>fiscalizações <span class="_ _6"></span>das <span class="_ _6"></span>entidades <span class="_ _6"></span>integrantes <span class="_ _6"></span>da <span class="_ _6"></span>ICP<span class="_ _7"></span>-Brasil <span class="_ _6"></span>são <span class="_ _6"></span>realizadas <span class="_ _6"></span>pela <span class="_ _6"></span>AC <span class="_ _6"></span>Raiz, <span class="_ _6"></span>por <span class="_ _5"></span>meio <span class="_ _c"></span>de </div><div class="t m0 x4 h8 y54b ff6 fs0 fc0 sc0 ls0 ws0">servidores <span class="_ _b"></span>de <span class="_ _b"></span>seu <span class="_ _b"></span>quadro <span class="_ _b"></span>próprio, <span class="_ _b"></span>a <span class="_ _b"></span>qualquer <span class="_ _b"></span>tempo, <span class="_ _b"></span>sem <span class="_ _b"></span>aviso <span class="_ _2"></span>prévio, <span class="_ _a"></span>observado <span class="_ _b"></span>o <span class="_ _b"></span>dis<span class="_ _7"></span>posto <span class="_ _b"></span>no </div><div class="t m0 x4 h8 y54c ff6 fs0 fc0 sc0 ls0 ws0">documento <span class="_ _30"> </span>CRITÉRIOS <span class="_ _1d"> </span>E <span class="_ _1d"> </span>PROCEDIMENTOS <span class="_ _30"> </span>PARA <span class="_ _1d"> </span>FISCALIZAÇÃO <span class="_ _30"> </span>DAS <span class="_ _1d"> </span>ENTIDADES </div><div class="t m0 x4 h8 y54d ff6 fs0 fc0 sc0 ls0 ws0">INTEGRANTES DA ICP-BRASIL [5]. </div><div class="t m0 x4 h22 y54e ff7 fs0 fc0 sc0 ls0 ws0">8.3<span class="ff11"> <span class="_ _25"> </span></span>Relação do avaliador com a entidade avaliada </div><div class="t m0 x4 h8 y54f ff6 fs0 fc0 sc0 ls0 ws0">Com <span class="_ _c"></span>exceção <span class="_ _6"></span>da <span class="_ _6"></span>auditoria <span class="_ _c"></span>da <span class="_ _6"></span>própria <span class="_ _6"></span>AC <span class="_ _c"></span>Raiz, <span class="_ _6"></span>que <span class="_ _6"></span>é <span class="_ _6"></span>de <span class="_ _c"></span>responsabilidade <span class="_ _6"></span>do <span class="_ _c"></span>CG <span class="_ _6"></span>da <span class="_ _6"></span>ICP<span class="_ _7"></span>-Brasil, <span class="_ _c"></span>as </div><div class="t m0 x4 h8 y550 ff6 fs0 fc0 sc0 ls0 ws0">auditorias <span class="_ _4"> </span>das <span class="_ _24"> </span>entidades  integrantes <span class="_ _4"> </span>da <span class="_ _24"> </span>ICP-Brasil <span class="_ _4"> </span>são <span class="_ _24"> </span>realizadas  pela <span class="_ _24"> </span>AC  Raiz, <span class="_ _4"> </span>por <span class="_ _24"> </span>meio  de </div><div class="t m0 x4 h8 y3be ff6 fs0 fc0 sc0 ls0 ws0">servidores <span class="_ _2"></span>de <span class="_ _b"></span>seu <span class="_ _2"> </span>quadro <span class="_ _2"> </span>próprio <span class="_ _2"> </span>ou <span class="_ _2"></span>por <span class="_ _b"></span>ter<span class="_ _7"></span>ceiros <span class="_ _2"></span>por <span class="_ _b"></span>ela<span class="_ _7"></span> <span class="_ _b"></span>autoriza<span class="_ _7"></span>dos, <span class="_ _b"></span>obser<span class="_ _7"></span>vado <span class="_ _2"></span>o <span class="_ _b"></span>dispo<span class="_ _7"></span>sto <span class="_ _2"></span>no </div><div class="t m0 x4 h8 y551 ff6 fs0 fc0 sc0 ls0 ws0">documento <span class="_ _a"></span>CRITÉRIOS <span class="_ _a"></span>E <span class="_ _a"></span>PROCEDIMENTOS <span class="_ _a"></span>PARA <span class="_ _a"></span>REALIZAÇÃO <span class="_ _a"></span>DE <span class="_ _a"></span>AUDITORIAS <span class="_ _a"></span>NAS </div><div class="t m0 x4 h8 y552 ff6 fs0 fc0 sc0 ls0 ws0">ENTIDADES INTEGRANTES DA ICP-BRASIL [9]. </div><div class="t m0 x4 h22 y553 ff7 fs0 fc0 sc0 ls0 ws0">8.4<span class="ff11"> <span class="_ _25"> </span></span>Tópicos cobertos pela avaliação </div><div class="t m0 x4 h8 y554 ff6 fs0 fc0 sc0 ls0 ws0">Documentos <span class="_ _2"> </span>Principais <span class="_ _2"> </span>da <span class="_ _21"> </span>ICP-Brasil <span class="_ _2"></span>(DOC-ICP-NN) <span class="_ _2"> </span>e <span class="_ _2"> </span>seus <span class="_ _2"> </span>docume<span class="_ _7"></span>ntos <span class="_ _2"> </span>suplementares <span class="_ _2"> </span>(DOC-</div><div class="t m0 x4 h8 y555 ff6 fs0 fc0 sc0 ls0 ws0">ICP-NN.nn), bem como as regulamentações aplicáveis para Auditoria WebTrust. </div><div class="t m0 x4 h22 y556 ff7 fs0 fc0 sc0 ls0 ws0">8.5<span class="ff11"> <span class="_ _25"> </span></span>Ações tomadas como resultado de uma deficiência </div><div class="t m0 x4 h8 y557 ff6 fs0 fc0 sc0 ls0 ws0">CRITÉRIOS <span class="_ _1e"> </span>E <span class="_ _18"> </span>PROCEDIMENTOS <span class="_ _1e"> </span>PARA <span class="_ _18"> </span>REALIZAÇÃO <span class="_ _1e"> </span>DE <span class="_ _1e"> </span>AUDITOR<span class="_ _0"></span>IAS <span class="_ _1e"> </span>NAS </div><div class="t m0 x4 h8 y558 ff6 fs0 fc0 sc0 ls0 ws0">ENTIDADES INTEGRANTES DA <span class="_ _7"></span>ICP-BRASIL [9] <span class="_ _7"></span>e CRITÉRIOS E <span class="_ _7"></span>PROCEDIMENTOS PARA </div><div class="t m0 x4 h8 y559 ff6 fs0 fc0 sc0 ls0 ws0">FISCALIZAÇÃO DAS ENTIDADES INTEGRANTES DA ICP-BRASIL [5]. </div><div class="t m0 x4 h22 y55a ff7 fs0 fc0 sc0 ls0 ws0">8.6<span class="ff11"> <span class="_ _25"> </span></span>Comunicação dos resultados </div><div class="t m0 x4 h8 y55b ff6 fs0 fc0 sc0 ls0 ws0">CRITÉRIOS <span class="_ _1e"> </span>E <span class="_ _18"> </span>PROCEDIMENTOS <span class="_ _1e"> </span>PARA <span class="_ _18"> </span>REAL<span class="_ _7"></span>IZAÇÃO <span class="_ _1e"> </span>DE <span class="_ _18"> </span>AUDITORIAS <span class="_ _1e"> </span>NAS </div><div class="t m0 x4 h8 y6b ff6 fs0 fc0 sc0 ls0 ws0">ENTIDADES INTEGRANTES DA <span class="_ _7"></span>ICP-BRASIL [9] <span class="_ _7"></span>e CRITÉRIOS E <span class="_ _7"></span>PROCEDIMENTOS PARA </div><div class="t m0 x4 h8 y55c ff6 fs0 fc0 sc0 ls0 ws0">FISCALIZAÇÃO DAS ENTIDADES INTEGRANTES DA ICP-BRASIL [5]. </div><div class="t m0 x4 h21 y55d ff7 fs1 fc0 sc0 ls0 ws0">9<span class="ff11"> <span class="_ _22"> </span></span>OUTROS NEGÓCIOS E ASSUNTOS JURÍDICOS<span class="_ _7"></span> </div><div class="t m0 x4 h22 y55e ff7 fs0 fc0 sc0 ls0 ws0">9.1<span class="ff11"> <span class="_ _25"> </span></span>Tarifas </div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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"/><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y2c ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2d w5 h9"><div class="t m0 x9 h8 y2e ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xa y2d w6 h9"><div class="t m0 xb ha y2f ff7 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y30 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y31 ff8 fs3 fc0 sc0 ls0 ws0">Declaração de Práticas de Certificaçã<span class="_ _7"></span>o da Autoridade Certificadora<span class="_ _7"></span> Raiz da ICP-Brasil <span class="ff9">–</span> <span class="lsb">DO</span>C-ICP-<span class="ls9">01</span> <span class="lsc">v.</span>6<span class="lsa">.0<span class="_ _7"></span></span> <span class="_ _d"></span> <span class="_ _e"> </span> <span class="_ _e"> </span> <span class="_ _e"> </span><span class="ffa ls9">53</span> </div><div class="t m0 x4 h4 y72 ff6 fs0 fc0 sc0 ls0 ws0">9.1.1<span class="ff5"> <span class="_ _2d"> </span></span>Tarifas de emissão e renovação de certificados </div><div class="t m0 x4 h8 y171 ff6 fs0 fc0 sc0 ls0 ws0">As <span class="_ _a"></span>tarifas <span class="_ _a"></span>de <span class="_ _a"></span>emissão <span class="_ _a"></span>e <span class="_ _5"></span>de <span class="_ _a"></span>renovação <span class="_ _a"></span>de <span class="_ _a"></span>certificado <span class="_ _a"></span>pela <span class="_ _a"></span>AC <span class="_ _5"></span>Raiz <span class="_ _a"></span>estão <span class="_ _a"></span>definidas <span class="_ _a"></span>no <span class="_ _a"></span>documento </div><div class="t m0 x4 h8 y172 ff6 fs0 fc0 sc0 ls0 ws0">DIRETRIZES <span class="_ _b"></span>DA <span class="_ _2"></span>POLÍTICA <span class="_ _b"></span>TARIFÁRIA <span class="_ _2"></span>DA <span class="_ _b"></span>AUTORIDADE <span class="_ _b"></span>C<span class="_ _7"></span>ERTIFICADORA <span class="_ _b"></span>RAIZ <span class="_ _2"></span>DA </div><div class="t m0 x4 h8 y365 ff6 fs0 fc0 sc0 ls0 ws0">ICP-BRASIL [4]. </div><div class="t m0 x4 h4 y1fd ff6 fs0 fc0 sc0 ls0 ws0">9.1.2<span class="ff5"> <span class="_ _2d"> </span></span>Tarifas de acesso ao certificado </div><div class="t m0 x4 h8 y175 ff6 fs0 fc0 sc0 ls0 ws0">Não se aplica.  </div><div class="t m0 x4 h4 y2bb ff6 fs0 fc0 sc0 ls0 ws0">9.1.3<span class="ff5"> <span class="_ _2d"> </span></span><span class="ls6">Ta</span>rifas de revogação ou de acesso à informação de status </div><div class="t m0 x4 h8 y2d5 ff6 fs0 fc0 sc0 ls0 ws0">Não <span class="_ _c"></span>há <span class="_ _6"></span>tarifa <span class="_ _6"></span>de <span class="_ _6"></span>revogação <span class="_ _6"></span>ou <span class="_ _6"></span>de <span class="_ _6"></span>acesso <span class="_ _c"></span>à <span class="_ _6"></span>informação <span class="_ _6"></span>de <span class="_ _6"></span>status <span class="_ _6"></span>de <span class="_ _c"></span>certificado <span class="_ _6"></span>gerenciada <span class="_ _6"></span>pela <span class="_ _6"></span>AC </div><div class="t m0 x4 h8 y55f ff6 fs0 fc0 sc0 ls0 ws0">Raiz. </div><div class="t m0 x4 h4 y178 ff6 fs0 fc0 sc0 ls0 ws0">9.1.4<span class="ff5"> <span class="_ _2d"> </span></span>Tarifas para outros serviços </div><div class="t m0 x4 h8 y560 ff6 fs0 fc0 sc0 ls0 ws0">Tarifas <span class="_ _3"> </span>para <span class="_ _3"> </span>outros <span class="_ _3"> </span>serviços <span class="_ _3"> </span>da <span class="_ _3"> </span>AC <span class="_ _3"> </span>Raiz <span class="_ _3"> </span>estão <span class="_ _3"> </span>definidas <span class="_ _3"> </span>no <span class="_ _3"> </span>documento <span class="_ _2a"> </span>DIRETRIZES <span class="_ _3"> </span>DA </div><div class="t m0 x4 h8 y496 ff6 fs0 fc0 sc0 ls0 ws0">POLÍTICA TARIFÁRIA DA AUTORIDADE CERTIFICADORA RAIZ DA ICP-BRASIL [4]. </div><div class="t m0 x4 h4 y17b ff6 fs0 fc0 sc0 ls0 ws0">9.1.5<span class="ff5"> <span class="_ _2d"> </span></span>Política de reembolso </div><div class="t m0 x4 h8 y561 ff6 fs0 fc0 sc0 ls0 ws0">Não se aplica. </div><div class="t m0 x4 h22 y562 ff7 fs0 fc0 sc0 ls0 ws0">9.2<span class="ff11"> <span class="_ _25"> </span></span>Responsabilidade Financeira </div><div class="t m0 x4 h8 y563 ff6 fs0 fc0 sc0 ls0 ws0">A responsabilidade da AC Raiz será verificada conforme previsto na legislação brasileira. </div><div class="t m0 x4 h4 y564 ff6 fs0 fc0 sc0 ls0 ws0">9.2.1<span class="ff5"> <span class="_ _2d"> </span></span>Cobertura do seguro </div><div class="t m0 x4 h8 y565 ff6 fs0 fc0 sc0 ls0 ws0">Não se aplica. </div><div class="t m0 x4 h4 y317 ff6 fs0 fc0 sc0 ls0 ws0">9.2.2<span class="ff5"> <span class="_ _2d"> </span></span>Outros ativos </div><div class="t m0 x4 h8 y566 ff6 fs0 fc0 sc0 ls0 ws0">Não se aplica. </div><div class="t m0 x4 h4 y2dd ff6 fs0 fc0 sc0 ls0 ws0">9.2.3<span class="ff5"> <span class="_ _2d"> </span></span>Cobertura de seguros ou garantia para entidades finais </div><div class="t m0 x4 h8 y567 ff6 fs0 fc0 sc0 ls0 ws0">Não se aplica. </div><div class="t m0 x4 h22 y568 ff7 fs0 fc0 sc0 ls0 ws0">9.3<span class="ff11"> <span class="_ _25"> </span></span>Confidencialidade da informação do negócio </div><div class="t m0 x4 h4 yce ff6 fs0 fc0 sc0 ls0 ws0">9.3.1<span class="ff5"> <span class="_ _2d"> </span></span>Escopo de informações confidenciais </div><div class="t m0 x4 h8 y569 ff6 fs0 fc0 sc0 ls0 ws0">Como <span class="_ _24"> </span>princípio <span class="_ _24"> </span>geral, <span class="_ _30"> </span>todo <span class="_ _24"> </span>documento, <span class="_ _30"> </span>informação <span class="_ _24"> </span>ou <span class="_ _24"> </span>registr<span class="_ _7"></span>o <span class="_ _24"> </span>que <span class="_ _30"> </span>contenha <span class="_ _24"> </span>dados <span class="_ _30"> </span>pessoais </div><div class="t m0 x4 h8 y56a ff6 fs0 fc0 sc0 ls0 ws0">fornecido <span class="_ _5"></span>à <span class="_ _6"></span>AC <span class="_ _5"></span>Raiz <span class="_ _5"></span>será <span class="_ _6"></span>confidencial, <span class="_ _5"></span>salvo <span class="_ _5"></span>previsão <span class="_ _5"></span>normativa <span class="_ _6"></span>em <span class="_ _5"></span>sentido <span class="_ _5"></span>contrário, <span class="_ _6"></span>ou <span class="_ _5"></span>quando </div><div class="t m0 x4 h8 y56b ff6 fs0 fc0 sc0 ls0 ws0">expressamente autorizado pelo respectivo titular, na forma da legislação aplicável. </div><div class="t m0 x4 h4 y56c ff6 fs0 fc0 sc0 ls0 ws0">9.3.2<span class="ff5"> <span class="_ _2d"> </span></span>Informações fora do escopo de informações confidenciais </div><div class="t m0 x4 h4 y56d ff6 fs0 fc0 sc0 ls0 ws0">9.3.2.1<span class="ff5"> <span class="_ _8"></span><span class="ff6">Certificados, <span class="_ _6"></span>LCR <span class="_ _c"></span>e <span class="_ _c"></span>informa<span class="_ _7"></span>ções <span class="_ _c"></span>corporativas <span class="_ _c"></span>ou <span class="_ _6"></span>pessoais <span class="_ _c"></span>que <span class="_ _c"></span>necessariamente <span class="_ _6"></span>façam <span class="_ _c"></span>parte </span></span></div><div class="t m0 x4 h8 y56e ff6 fs0 fc0 sc0 ls0 ws0">deles ou de diretórios públicos são consideradas informações não confidenciais.  </div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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"/><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y2c ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2d w5 h9"><div class="t m0 x9 h8 y2e ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xa y2d w6 h9"><div class="t m0 xb ha y2f ff7 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y30 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y31 ff8 fs3 fc0 sc0 ls0 ws0">Declaração de Práticas de Certificaçã<span class="_ _7"></span>o da Autoridade Certificadora<span class="_ _7"></span> Raiz da ICP-Brasil <span class="ff9">–</span> <span class="lsb">DO</span>C-ICP-<span class="ls9">01</span> <span class="lsc">v.</span>6<span class="lsa">.0<span class="_ _7"></span></span> <span class="_ _d"></span> <span class="_ _e"> </span> <span class="_ _e"> </span> <span class="_ _e"> </span><span class="ffa ls9">54</span> </div><div class="t m0 x4 h4 y72 ff6 fs0 fc0 sc0 ls0 ws0">9.3.2.2<span class="ff5"> <span class="_ _8"></span><span class="ff6">Os <span class="_ _c"></span>seguintes <span class="_ _c"></span>documentos <span class="_ _c"></span>da <span class="_ _7"></span>AC <span class="_ _c"></span>Raiz, <span class="_ _c"></span>das <span class="_ _c"></span>ACs <span class="_ _7"></span>de <span class="_ _c"></span>nível<span class="_ _7"></span> <span class="_ _7"></span>imediatamente <span class="_ _c"></span>subsequen<span class="_ _7"></span>te <span class="_ _7"></span>ao <span class="_ _c"></span>seu, </span></span></div><div class="t m0 x4 h8 y1dc ff6 fs0 fc0 sc0 ls0 ws0">das ACTs e PSCs também são considerados documentos não confidenciais: </div><div class="t m0 x2e h4 y3b3 ff6 fs0 fc0 sc0 ls1 ws0">a)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ff6">qualquer PC aplicável; </span></span></div><div class="t m0 x2e h4 y56f ff6 fs0 fc0 sc0 ls0 ws0">b)<span class="ff5"> <span class="_ _2a"> </span></span>qualquer DPC; </div><div class="t m0 x2e h4 y570 ff6 fs0 fc0 sc0 ls1 ws0">c)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ff6">qualquer PCT aplicável; </span></span></div><div class="t m0 x2e h4 y1c3 ff6 fs0 fc0 sc0 ls0 ws0">d)<span class="ff5"> <span class="_ _2a"> </span></span>qualquer DPCT; </div><div class="t m0 x2e h4 y503 ff6 fs0 fc0 sc0 ls1 ws0">e)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ff6">qualquer DPPSC; </span></span></div><div class="t m0 x2e h4 y484 ff6 fs0 fc0 sc0 ls1a ws0">f)<span class="ff5 ls0"> <span class="_ _23"> </span><span class="ff6">versões públicas de Política de Segurança <span class="ff10">–</span> PS; e </span></span></div><div class="t m0 x2e h4 y571 ff6 fs0 fc0 sc0 ls0 ws0">g)<span class="ff5"> <span class="_ _2a"> </span></span>a conclusão dos relatórios da auditoria.  </div><div class="t m0 x4 h4 y572 ff6 fs0 fc0 sc0 ls0 ws0">9.3.2.3<span class="ff5"> <span class="_ _8"></span><span class="ff6">A  AC <span class="_ _2"> </span>Raiz  também <span class="_ _21"> </span>poderá <span class="_ _21"> </span>divulgar, <span class="_ _21"> </span>de <span class="_ _2"> </span>forma  consolidada <span class="_ _2"> </span>ou  segmentada <span class="_ _21"> </span>po<span class="_ _0"></span>r <span class="_ _21"> </span>tipo <span class="_ _21"> </span>de </span></span></div><div class="t m0 x4 h8 y573 ff6 fs0 fc0 sc0 ls0 ws0">certificado, a quantidade de certificados ou carimbos de tempo emitidos no âmbito da ICP-Brasil. </div><div class="t m0 x4 h4 y574 ff6 fs0 fc0 sc0 ls0 ws0">9.3.3<span class="ff5"> <span class="_ _2d"> </span></span>Responsabilidade em proteger a informação confidencial </div><div class="t m0 x4 h8 y575 ff6 fs0 fc0 sc0 ls0 ws0">Os  participantes  que <span class="_ _21"> </span>receberem  ou <span class="_ _21"> </span>tiverem  acesso  a <span class="_ _21"> </span>informações  confidenciais <span class="_ _21"> </span>devem  possuir </div><div class="t m0 x4 h8 y576 ff6 fs0 fc0 sc0 ls0 ws0">mecanismos <span class="_ _5"></span>para <span class="_ _a"></span>assegurar <span class="_ _5"></span>a <span class="_ _a"></span>proteção <span class="_ _a"></span>e <span class="_ _5"></span>a <span class="_ _a"></span>confidencialidade, <span class="_ _5"></span>evitando <span class="_ _a"></span>o <span class="_ _5"></span>seu <span class="_ _a"></span>uso <span class="_ _5"></span>ou <span class="_ _a"></span>divulgação <span class="_ _5"></span>a </div><div class="t m0 x4 h8 y577 ff6 fs0 fc0 sc0 ls0 ws0">terceiros, sob pena de responsabilização, na forma da lei. </div><div class="t m0 x4 h22 y578 ff7 fs0 fc0 sc0 ls0 ws0">9.4<span class="ff11"> <span class="_ _25"> </span></span>Privacidade da informação pessoal </div><div class="t m0 x4 h4 y579 ff6 fs0 fc0 sc0 ls0 ws0">9.4.1<span class="ff5"> <span class="_ _2d"> </span></span>Plano de privacidade </div><div class="t m0 x4 h8 y57a ff6 fs0 fc0 sc0 ls0 ws0">A AC Raiz assegurará a proteção de dados pessoais conforme sua Política de Privacidade. </div><div class="t m0 x4 h4 y57b ff6 fs0 fc0 sc0 ls0 ws0">9.4.2<span class="ff5"> <span class="_ _2d"> </span></span>Tratamento de informação como privadas </div><div class="t m0 x4 h8 y57c ff6 fs0 fc0 sc0 ls0 ws0">Como <span class="_ _24"> </span>princípio <span class="_ _24"> </span>geral, <span class="_ _30"> </span>todo <span class="_ _24"> </span>documento, <span class="_ _30"> </span>informação <span class="_ _24"> </span>ou <span class="_ _24"> </span>registro <span class="_ _30"> </span>que <span class="_ _24"> </span>c<span class="_ _7"></span>ontenha <span class="_ _24"> </span>dados <span class="_ _30"> </span>pessoais </div><div class="t m0 x4 h8 y57d ff6 fs0 fc0 sc0 ls0 ws0">fornecido <span class="_ _7"></span>à <span class="_ _c"></span>AC <span class="_ _c"></span>Raiz <span class="_ _c"></span>será <span class="_ _c"></span>considerado <span class="_ _c"></span>confidencial, <span class="_ _7"></span>sal<span class="_ _7"></span>vo <span class="_ _7"></span>previsão <span class="_ _c"></span>normativa <span class="_ _c"></span>em <span class="_ _c"></span>sentido <span class="_ _c"></span>contrário, </div><div class="t m0 x4 h8 y57e ff6 fs0 fc0 sc0 ls0 ws0">ou quando expressamente autorizado pelo respectivo titular, na forma da legislação aplicável. </div><div class="t m0 x4 h4 y57f ff6 fs0 fc0 sc0 ls0 ws0">9.4.3<span class="ff5"> <span class="_ _2d"> </span></span>Informações não consideradas privadas </div><div class="t m0 x4 h8 y580 ff6 fs0 fc0 sc0 ls0 ws0">Informações <span class="_ _c"></span>sobre <span class="_ _c"></span>revogação <span class="_ _6"></span>de <span class="_ _c"></span>certificados <span class="_ _6"></span>de <span class="_ _c"></span>AC <span class="_ _c"></span>de <span class="_ _6"></span>nível <span class="_ _c"></span>imediatamente <span class="_ _6"></span>subsequente <span class="_ _c"></span>ao <span class="_ _c"></span>da <span class="_ _6"></span>AC </div><div class="t m0 x4 h8 y581 ff6 fs0 fc0 sc0 ls0 ws0">Raiz são fornecidas na LCR da AC Raiz.  </div><div class="t m0 x4 h4 y582 ff6 fs0 fc0 sc0 ls0 ws0">9.4.4<span class="ff5"> <span class="_ _2d"> </span></span>Responsabilidade para proteger a informação privadas </div><div class="t m0 x4 h8 y583 ff6 fs0 fc0 sc0 ls0 ws0">A <span class="_ _a"></span>AC <span class="_ _a"></span>Raiz <span class="_ _b"></span>é <span class="_ _a"></span>responsável <span class="_ _b"></span>pela <span class="_ _a"></span>divulgação <span class="_ _a"></span>indevida <span class="_ _b"></span>de <span class="_ _a"></span>informações <span class="_ _a"></span>confiden<span class="_ _7"></span>ciais, <span class="_ _a"></span>nos <span class="_ _b"></span>termos <span class="_ _a"></span>da </div><div class="t m0 x4 h8 y584 ff6 fs0 fc0 sc0 ls0 ws0">legislação aplicável. </div><div class="t m0 x4 h4 y585 ff6 fs0 fc0 sc0 ls0 ws0">9.4.5<span class="ff5"> <span class="_ _2d"> </span></span>Aviso e consentimento para usar informações privadas </div><div class="t m0 x4 h4 y586 ff6 fs0 fc0 sc0 ls0 ws0">9.4.5.1<span class="ff5"> <span class="_ _8"></span><span class="ff6">As  informações  privadas  obtidas  pela  AC  Raiz  poderão  ser  utilizadas  ou  divulgadas  a </span></span></div><div class="t m0 x4 h8 y587 ff6 fs0 fc0 sc0 ls0 ws0">terceiros mediante expressa autorização do respectivo titular, conforme legislação aplicável. </div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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"/><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y2c ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2d w5 h9"><div class="t m0 x9 h8 y2e ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xa y2d w6 h9"><div class="t m0 xb ha y2f ff7 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y30 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y31 ff8 fs3 fc0 sc0 ls0 ws0">Declaração de Práticas de Certificaçã<span class="_ _7"></span>o da Autoridade Certificadora<span class="_ _7"></span> Raiz da ICP-Brasil <span class="ff9">–</span> <span class="lsb">DO</span>C-ICP-<span class="ls9">01</span> <span class="lsc">v.</span>6<span class="lsa">.0<span class="_ _7"></span></span> <span class="_ _d"></span> <span class="_ _e"> </span> <span class="_ _e"> </span> <span class="_ _e"> </span><span class="ffa ls9">55</span> </div><div class="t m0 x4 h4 y72 ff6 fs0 fc0 sc0 ls0 ws0">9.4.5.2<span class="ff5"> <span class="_ _8"></span><span class="ff6">O <span class="_ _a"></span>titular <span class="_ _a"></span>de <span class="_ _a"></span>certificado <span class="_ _a"></span>e <span class="_ _a"></span>seu <span class="_ _a"></span>representante <span class="_ _a"></span>legal <span class="_ _a"></span>terão <span class="_ _a"></span>amplo <span class="_ _a"></span>acesso <span class="_ _a"></span>a <span class="_ _a"></span>quaisquer <span class="_ _a"></span>dos <span class="_ _a"></span>seus </span></span></div><div class="t m0 x4 h8 y1dc ff6 fs0 fc0 sc0 ls0 ws0">próprios dados e identificações, e poderão autorizar a divulgação de seus registros a outras pessoas.  </div><div class="t m0 x4 h4 y3b3 ff6 fs0 fc0 sc0 ls0 ws0">9.4.5.3<span class="ff5"> <span class="_ _8"></span><span class="ff6">Autorizações formais podem ser apresentadas <span class="_ _7"></span>de duas formas: </span></span></div><div class="t m0 x2e h4 y4a5 ff6 fs0 fc0 sc0 ls1 ws0">a)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ff6">por <span class="_ _5"></span>meio <span class="_ _a"></span>eletrônico, <span class="_ _5"></span>contendo <span class="_ _5"></span>assinatura <span class="_ _a"></span>válida <span class="_ _5"></span>garantida <span class="_ _5"></span>por <span class="_ _a"></span>certificado <span class="_ _5"></span>reconhecido <span class="_ _5"></span>pela </span></span></div><div class="t m0 x2f h8 y1df ff6 fs0 fc0 sc0 ls0 ws0">ICP-Brasil; ou </div><div class="t m0 x2e h4 y588 ff6 fs0 fc0 sc0 ls0 ws0">b)<span class="ff5"> <span class="_ _2a"> </span></span>por meio de pedido escrito com firma reconhecida. </div><div class="t m0 x4 h4 y29d ff6 fs0 fc0 sc0 ls0 ws0">9.4.6<span class="ff5"> <span class="_ _2d"> </span></span>Divulgação em processo judicial ou administrativo </div><div class="t m0 x4 h4 y589 ff6 fs0 fc0 sc0 ls0 ws0">9.4.6.1<span class="ff5"> <span class="_ _8"></span><span class="ff6">Como <span class="_ _5"></span>diretriz <span class="_ _5"></span>geral, <span class="_ _6"></span>nenhum <span class="_ _5"></span>documento, <span class="_ _5"></span>informação <span class="_ _6"></span>ou <span class="_ _5"></span>registro <span class="_ _5"></span>sob <span class="_ _6"></span>a <span class="_ _5"></span>guarda <span class="_ _5"></span>da <span class="_ _6"></span>AC <span class="_ _5"></span>Raiz </span></span></div><div class="t m0 x4 h8 y58a ff6 fs0 fc0 sc0 ls0 ws0">será <span class="_ _30"> </span>fornecido <span class="_ _30"> </span>a <span class="_ _30"> </span>qualquer <span class="_ _1d"> </span>pessoa, <span class="_ _30"> </span>salvo <span class="_ _30"> </span>o <span class="_ _30"> </span>titular <span class="_ _1d"> </span>ou <span class="_ _30"> </span>o <span class="_ _30"> </span>seu <span class="_ _1d"> </span>representante <span class="_ _30"> </span>legal, <span class="_ _30"> </span>devidamente </div><div class="t m0 x4 h8 y58b ff6 fs0 fc0 sc0 ls0 ws0">constituído <span class="_ _11"> </span>por <span class="_ _2c"> </span>instrumento <span class="_ _2c"> </span>público <span class="_ _2c"> </span>ou <span class="_ _11"> </span>particular, <span class="_ _2c"> </span>com <span class="_ _2c"> </span>poderes <span class="_ _2c"> </span>específicos, <span class="_ _11"> </span>ve<span class="_ _7"></span>dado </div><div class="t m0 x4 h8 y58c ff6 fs0 fc0 sc0 ls0 ws0">substabelecimento.  </div><div class="t m0 x4 h4 y58d ff6 fs0 fc0 sc0 ls0 ws0">9.4.6.2<span class="ff5"> <span class="_ _8"></span><span class="ff6">As <span class="_ _5"></span>informações <span class="_ _5"></span>privadas <span class="_ _5"></span>ou <span class="_ _5"></span>confidenciais <span class="_ _5"></span>sob <span class="_ _5"></span>a <span class="_ _5"></span>guarda <span class="_ _5"></span>da <span class="_ _5"></span>AC <span class="_ _6"></span>Raiz <span class="_ _5"></span>po<span class="_ _7"></span>derão <span class="_ _5"></span>ser <span class="_ _5"></span>utilizadas </span></span></div><div class="t m0 x4 h8 y58e ff6 fs0 fc0 sc0 ls0 ws0">para <span class="_ _b"></span>a <span class="_ _2"></span>instrução <span class="_ _b"></span>de <span class="_ _2"></span>processo <span class="_ _b"></span>administrativo <span class="_ _b"></span>ou <span class="_ _2"></span>judicial, <span class="_ _b"></span>ou <span class="_ _2"></span>por <span class="_ _b"></span>ordem <span class="_ _2"></span>judicial <span class="_ _b"></span>ou <span class="_ _2"></span>da <span class="_ _b"></span>autoridade </div><div class="t m0 x4 h8 y58f ff6 fs0 fc0 sc0 ls0 ws0">administrativa <span class="_ _6"></span>competente, <span class="_ _5"></span>observada <span class="_ _6"></span>a <span class="_ _5"></span>legislação <span class="_ _6"></span>aplicável <span class="_ _5"></span>quanto <span class="_ _6"></span>ao <span class="_ _5"></span>sigilo <span class="_ _6"></span>e <span class="_ _5"></span>proteção <span class="_ _6"></span>dos <span class="_ _5"></span>dados </div><div class="t m0 x4 h8 y196 ff6 fs0 fc0 sc0 ls0 ws0">perante terceiros. </div><div class="t m0 x4 h4 y1cb ff6 fs0 fc0 sc0 ls0 ws0">9.4.7<span class="ff5"> <span class="_ _2d"> </span></span>Outras circunstâncias de divulgação de informação </div><div class="t m0 x4 h8 y590 ff6 fs0 fc0 sc0 ls0 ws0">Não se aplica. </div><div class="t m0 x4 h22 y591 ff7 fs0 fc0 sc0 ls0 ws0">9.5<span class="ff11"> <span class="_ _25"> </span></span>Direitos de Propriedade Intelectual </div><div class="t m0 x4 h8 y592 ff6 fs0 fc0 sc0 ls0 ws0">De acordo com a legislação vigente.  </div><div class="t m0 x4 h22 y593 ff7 fs0 fc0 sc0 ls0 ws0">9.6<span class="ff11"> <span class="_ _25"> </span></span>Declarações e Garantias </div><div class="t m0 x4 h4 y594 ff6 fs0 fc0 sc0 ls0 ws0">9.6.1<span class="ff5"> <span class="_ _2d"> </span></span>Declarações e Garantias da AC Raiz </div><div class="t m0 x4 h8 y595 ff6 fs0 fc0 sc0 ls0 ws0">A AC Raiz declara e garante o quanto segue: </div><div class="t m0 x4 h4 y596 ff6 fs0 fc0 sc0 ls0 ws0">9.6.1.1<span class="ff5"> <span class="_ _8"></span><span class="ff6">Autorização para certificado </span></span></div><div class="t m0 x4 h8 y597 ff6 fs0 fc0 sc0 ls0 ws0">A AC Raiz <span class="_ _7"></span>e AC <span class="_ _7"></span>subsequentes implementam <span class="_ _7"></span>procedimentos para verificar <span class="_ _7"></span>a autorização <span class="_ _7"></span>da emissão </div><div class="t m0 x4 h8 y598 ff6 fs0 fc0 sc0 ls0 ws0">de <span class="_ _1d"> </span>um <span class="_ _1d"> </span>certificado <span class="_ _1d"> </span>ICP-Brasil, <span class="_ _3"> </span>contidas, <span class="_ _30"> </span>par<span class="_ _7"></span>a <span class="_ _30"> </span>AC <span class="_ _1d"> </span>Raiz, <span class="_ _3"> </span>nos <span class="_ _1d"> </span>itens <span class="_ _1d"> </span>3 <span class="_ _1d"> </span>e <span class="_ _3"> </span>4 <span class="_ _1d"> </span>desta <span class="_ _1d"> </span>DPC <span class="_ _3"> </span>e <span class="_ _1d"> </span>ACs </div><div class="t m0 x4 h8 y3de ff6 fs0 fc0 sc0 ls0 ws0">subsequentes <span class="_ _11"> </span>nos <span class="_ _2c"> </span>documentos <span class="_ _2d"> </span>REQUISITOS <span class="_ _2c"> </span>MÍNIMOS <span class="_ _11"> </span>PARA <span class="_ _11"> </span>AS <span class="_ _2c"> </span>POLÍTICAS <span class="_ _11"> </span>DE </div><div class="t m0 x4 h8 y599 ff6 fs0 fc0 sc0 ls0 ws0">CERTIFICADO <span class="_ _a"></span>NA <span class="_ _b"></span>ICP-BRASIL <span class="_ _b"></span>[3] <span class="_ _b"></span>e <span class="_ _a"></span>REQUISITOS <span class="_ _b"></span>MÍNIMOS <span class="_ _a"></span>PARA <span class="_ _b"></span>AS <span class="_ _b"></span>DECLARAÇÕES </div><div class="t m0 x4 h8 y59a ff6 fs0 fc0 sc0 ls0 ws0">DE <span class="_ _24"> </span>PRÁTICAS <span class="_ _24"> </span>DE <span class="_ _24"> </span>CERTIFICAÇÃO <span class="_ _24"> </span>DAS<span class="_ _7"></span> <span class="_ _24"> </span>AUTORIDADES <span class="_ _24"> </span>CERTIFICADORAS <span class="_ _24"> </span>DA <span class="_ _24"> </span>ICP<span class="_ _7"></span>-</div><div class="t m0 x4 h8 y59b ff6 fs0 fc0 sc0 ls0 ws0">BRASIL <span class="_ _c"></span>[2]. <span class="_ _c"></span>A <span class="_ _6"></span>AC <span class="_ _c"></span>Raiz, <span class="_ _c"></span>no <span class="_ _c"></span>âmbi<span class="_ _7"></span>to <span class="_ _c"></span>da <span class="_ _c"></span>autor<span class="_ _7"></span>ização <span class="_ _c"></span>de <span class="_ _6"></span>emissão <span class="_ _c"></span>de <span class="_ _c"></span>um <span class="_ _6"></span>certificado, <span class="_ _c"></span>analisa, <span class="_ _c"></span>audit<span class="_ _7"></span>a <span class="_ _c"></span>e </div><div class="t m0 x4 h8 y59c ff6 fs0 fc0 sc0 ls0 ws0">fiscaliza <span class="_ _1b"> </span>os <span class="_ _1b"> </span>processos <span class="_ _23"> </span>das <span class="_ _1b"> </span>ACs <span class="_ _1b"> </span>subsequentes <span class="_ _23"> </span>na <span class="_ _1b"> </span>forma <span class="_ _1b"> </span>de <span class="_ _23"> </span>suas <span class="_ _1b"> </span>DPCs, <span class="_ _1b"> </span>PCs <span class="_ _23"> </span>e <span class="_ _1b"> </span>normas </div><div class="t m0 x4 h8 y59d ff6 fs0 fc0 sc0 ls0 ws0">complementares. </div><div class="t m0 x4 h4 y59e ff6 fs0 fc0 sc0 ls0 ws0">9.6.1.2<span class="ff5"> <span class="_ _8"></span><span class="ff6">Preci<span class="_ _7"></span>são da informação </span></span></div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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"/><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y2c ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2d w5 h9"><div class="t m0 x9 h8 y2e ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xa y2d w6 h9"><div class="t m0 xb ha y2f ff7 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y30 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y31 ff8 fs3 fc0 sc0 ls0 ws0">Declaração de Práticas de Certificaçã<span class="_ _7"></span>o da Autoridade Certificadora<span class="_ _7"></span> Raiz da ICP-Brasil <span class="ff9">–</span> <span class="lsb">DO</span>C-ICP-<span class="ls9">01</span> <span class="lsc">v.</span>6<span class="lsa">.0<span class="_ _7"></span></span> <span class="_ _d"></span> <span class="_ _e"> </span> <span class="_ _e"> </span> <span class="_ _e"> </span><span class="ffa ls9">56</span> </div><div class="t m0 x4 h8 y72 ff6 fs0 fc0 sc0 ls0 ws0">A AC Raiz e <span class="_ _7"></span>AC subsequentes implementam procedimentos para <span class="_ _7"></span>verificar a precisão da <span class="_ _7"></span>i<span class="_ _7"></span>nformação </div><div class="t m0 x4 h8 y1dc ff6 fs0 fc0 sc0 ls0 ws0">contida nos <span class="_ _7"></span>certificados, conti<span class="_ _7"></span>das, para <span class="_ _7"></span>AC Raiz, <span class="_ _7"></span>nos <span class="_ _7"></span>itens <span class="_ _7"></span>3 e <span class="_ _7"></span>4 dest<span class="_ _7"></span>a DPC <span class="_ _7"></span>e ACs <span class="_ _7"></span>subsequentes <span class="_ _7"></span>nos </div><div class="t m0 x4 h8 y1dd ff6 fs0 fc0 sc0 ls0 ws0">documentos  REQUISITOS <span class="_ _24"> </span>MÍNIMOS <span class="_ _4"> </span>PARA <span class="_ _24"> </span>AS <span class="_ _4"> </span>POLÍTICAS <span class="_ _24"> </span>DE  CERTIFICADO <span class="_ _24"> </span>NA  IC<span class="_ _7"></span>P<span class="_ _7"></span>-</div><div class="t m0 x4 h8 y1de ff6 fs0 fc0 sc0 ls0 ws0">BRASIL <span class="_ _1d"> </span>[3] <span class="_ _3"> </span>e <span class="_ _3"> </span>REQUISITOS <span class="_ _1d"> </span>MÍNIMOS <span class="_ _3"> </span>PARA <span class="_ _1d"> </span>AS <span class="_ _3"> </span>DECLARAÇÕES <span class="_ _1d"> </span>DE <span class="_ _3"> </span>PRÁTICAS <span class="_ _1d"> </span>DE </div><div class="t m0 x4 h8 y321 ff6 fs0 fc0 sc0 ls0 ws0">CERTIFICAÇÃO <span class="_ _c"></span>DAS <span class="_ _c"></span>AUTORIDADES <span class="_ _c"></span>C<span class="_ _7"></span>ERTIFICADORAS <span class="_ _c"></span>DA <span class="_ _c"></span>ICP<span class="_ _7"></span>-BRASIL <span class="_ _c"></span>[2]. <span class="_ _c"></span>A <span class="_ _6"></span>AC <span class="_ _c"></span>Raiz, </div><div class="t m0 x4 h8 y322 ff6 fs0 fc0 sc0 ls0 ws0">no <span class="_ _6"></span>âmbito <span class="_ _6"></span>da <span class="_ _6"></span>precisão <span class="_ _6"></span>da <span class="_ _6"></span>informação <span class="_ _6"></span>contida <span class="_ _6"></span>nos <span class="_ _6"></span>certificados <span class="_ _6"></span>que <span class="_ _6"></span>emite, <span class="_ _6"></span>analisa, <span class="_ _6"></span>audita <span class="_ _6"></span>e <span class="_ _6"></span>fiscaliza </div><div class="t m0 x4 h8 y323 ff6 fs0 fc0 sc0 ls0 ws0">os processos das ACs subsequentes na forma de suas DPCs, PCs e normas complementares. </div><div class="t m0 x4 h4 y324 ff6 fs0 fc0 sc0 ls0 ws0">9.6.1.3<span class="ff5"> <span class="_ _8"></span><span class="ff6">Identificação do requerente </span></span></div><div class="t m0 x4 h8 y253 ff6 fs0 fc0 sc0 ls0 ws0">A <span class="_ _24"> </span>AC <span class="_ _24"> </span>Raiz <span class="_ _30"> </span>e <span class="_ _24"> </span>AC <span class="_ _30"> </span>subsequentes <span class="_ _24"> </span>implementam <span class="_ _30"> </span>procedimentos <span class="_ _24"> </span>para <span class="_ _24"> </span>verificar <span class="_ _30"> </span>identificação <span class="_ _24"> </span>dos </div><div class="t m0 x4 h8 y308 ff6 fs0 fc0 sc0 ls0 ws0">requerentes <span class="_ _b"></span>contida <span class="_ _2"></span>nos <span class="_ _b"></span>certificados, <span class="_ _b"></span>contidas, <span class="_ _b"></span>para <span class="_ _2"></span>AC <span class="_ _b"></span>Raiz, <span class="_ _b"></span>nos <span class="_ _2"></span>itens <span class="_ _b"></span>3 <span class="_ _b"></span>e <span class="_ _2"></span>4 <span class="_ _b"></span>desta <span class="_ _b"></span>DPC <span class="_ _b"></span>e <span class="_ _2"></span>ACs </div><div class="t m0 x4 h8 y309 ff6 fs0 fc0 sc0 ls0 ws0">subsequentes <span class="_ _11"> </span>nos <span class="_ _2c"> </span>documentos <span class="_ _2d"> </span>REQUISITOS <span class="_ _2c"> </span>MÍNIMOS <span class="_ _11"> </span>PARA <span class="_ _11"> </span>A<span class="_ _7"></span>S <span class="_ _11"> </span>P<span class="_ _7"></span>OLÍTICAS <span class="_ _11"> </span>DE </div><div class="t m0 x4 h8 y30a ff6 fs0 fc0 sc0 ls0 ws0">CERTIFICADO <span class="_ _a"></span>NA <span class="_ _b"></span>ICP-BRASIL <span class="_ _b"></span>[3] <span class="_ _b"></span>e <span class="_ _a"></span>REQUISITOS <span class="_ _b"></span>MÍNIMOS <span class="_ _a"></span>PARA <span class="_ _b"></span>AS <span class="_ _b"></span>DECLARAÇÕES </div><div class="t m0 x4 h8 y30b ff6 fs0 fc0 sc0 ls0 ws0">DE <span class="_ _24"> </span>PRÁTICAS <span class="_ _24"> </span>DE <span class="_ _24"> </span>CERTIFICAÇÃO <span class="_ _24"> </span>DAS<span class="_ _7"></span> <span class="_ _24"> </span>AUTORIDADES <span class="_ _24"> </span>CERTIFICADORAS <span class="_ _24"> </span>DA <span class="_ _24"> </span>ICP<span class="_ _7"></span>-</div><div class="t m0 x4 h8 y352 ff6 fs0 fc0 sc0 ls0 ws0">BRASIL <span class="_ _a"></span>[2]. <span class="_ _b"></span>A <span class="_ _a"></span>AC <span class="_ _a"></span>Raiz, <span class="_ _b"></span>no <span class="_ _a"></span>âmbito <span class="_ _b"></span>da <span class="_ _a"></span>identificação <span class="_ _b"></span>do <span class="_ _a"></span>requerente <span class="_ _b"></span>contida <span class="_ _a"></span>nos <span class="_ _b"></span>certificados <span class="_ _a"></span>que </div><div class="t m0 x4 h8 y353 ff6 fs0 fc0 sc0 ls0 ws0">emite, <span class="_ _7"></span>anal<span class="_ _7"></span>isa, <span class="_ _7"></span>audita <span class="_ _c"></span>e <span class="_ _c"></span>fiscaliza <span class="_ _c"></span>os <span class="_ _7"></span>processos <span class="_ _c"></span>das <span class="_ _c"></span>ACs <span class="_ _7"></span>subse<span class="_ _7"></span>quentes <span class="_ _c"></span>na <span class="_ _7"></span>forma <span class="_ _c"></span>de <span class="_ _c"></span>suas <span class="_ _7"></span>DPC<span class="_ _7"></span>s, <span class="_ _c"></span>PCs <span class="_ _c"></span>e </div><div class="t m0 x4 h8 y59f ff6 fs0 fc0 sc0 ls0 ws0">normas complementares. </div><div class="t m0 x4 h4 y30f ff6 fs0 fc0 sc0 ls0 ws0">9.6.1.4<span class="ff5"> <span class="_ _8"></span><span class="ff6">Consentimento dos titulares </span></span></div><div class="t m0 x4 h8 y310 ff6 fs0 fc0 sc0 ls0 ws0">A <span class="_ _a"></span>AC <span class="_ _b"></span>Raiz <span class="_ _b"></span>e <span class="_ _a"></span>AC <span class="_ _b"></span>subsequentes <span class="_ _b"></span>implementam <span class="_ _a"></span>termos <span class="_ _b"></span>de <span class="_ _b"></span>consentimento <span class="_ _a"></span>ou <span class="_ _b"></span>titularidade, <span class="_ _b"></span>contidas, </div><div class="t m0 x4 h8 y311 ff6 fs0 fc0 sc0 ls0 ws0">para <span class="_ _5"></span>AC <span class="_ _6"></span>Raiz, <span class="_ _5"></span>nos <span class="_ _5"></span>itens <span class="_ _5"></span>3 <span class="_ _5"></span>e <span class="_ _5"></span>4 <span class="_ _5"></span>desta <span class="_ _5"></span>DPC <span class="_ _6"></span>e <span class="_ _5"></span>ACs <span class="_ _5"></span>subsequentes <span class="_ _5"></span>em <span class="_ _5"></span>nos <span class="_ _6"></span>docume<span class="_ _7"></span>ntos <span class="_ _6"></span>REQUISITOS<span class="_ _7"></span> </div><div class="t m0 x4 h8 y312 ff6 fs0 fc0 sc0 ls0 ws0">MÍNIMOS <span class="_ _2"> </span>PARA <span class="_ _2"> </span>AS <span class="_ _21"> </span>POLÍTICAS <span class="_ _2"></span>DE <span class="_ _2"></span>CERTIFICADO <span class="_ _2"></span>NA <span class="_ _2"> </span>ICP-<span class="_ _7"></span>BRASIL <span class="_ _2"> </span>[3] <span class="_ _2"> </span>e <span class="_ _21"> </span>REQ<span class="_ _0"></span>UISITOS </div><div class="t m0 x4 h8 y313 ff6 fs0 fc0 sc0 ls0 ws0">MÍNIMOS <span class="_ _2d"> </span>PARA <span class="_ _2d"> </span>AS <span class="_ _2d"> </span>DECLARAÇÕES <span class="_ _2d"> </span>DE <span class="_ _2d"> </span>PRÁTICAS <span class="_ _2d"> </span>DE <span class="_ _2d"> </span>CER<span class="_ _0"></span>TIFICAÇÃO <span class="_ _2d"> </span>DAS </div><div class="t m0 x4 h8 y5a0 ff6 fs0 fc0 sc0 ls0 ws0">AUTORIDADES CERTIFICADORAS DA ICP-BRASIL [2].  </div><div class="t m0 x4 h4 y5a1 ff6 fs0 fc0 sc0 ls0 ws0">9.6.1.5<span class="ff5"> <span class="_ _8"></span><span class="ff6">Serviço </span></span></div><div class="t m0 x4 h8 y5a2 ff6 fs0 fc0 sc0 ls0 ws0">A AC <span class="_ _7"></span>Rai<span class="_ _7"></span>z <span class="_ _7"></span>mantém <span class="_ _7"></span>24x7 aces<span class="_ _7"></span>so ao <span class="_ _7"></span>seu <span class="_ _7"></span>repositório <span class="_ _7"></span>com <span class="_ _7"></span>a <span class="_ _7"></span>informação <span class="_ _7"></span>dos <span class="_ _7"></span>certificados <span class="_ _7"></span>próprios, <span class="_ _7"></span>das </div><div class="t m0 x4 h8 y316 ff6 fs0 fc0 sc0 ls0 ws0">ACs subsequentes e LCRs. </div><div class="t m0 x4 h4 y5a3 ff6 fs0 fc0 sc0 ls0 ws0">9.6.1.6<span class="ff5"> <span class="_ _8"></span><span class="ff6">Revogação </span></span></div><div class="t m0 x4 h8 y5a4 ff6 fs0 fc0 sc0 ls0 ws0">A <span class="_ _5"></span>AC <span class="_ _a"></span>Raiz <span class="_ _5"></span>irá <span class="_ _a"></span>revogar <span class="_ _5"></span>certificados <span class="_ _5"></span>da <span class="_ _a"></span>ICP-Brasil <span class="_ _a"></span>por <span class="_ _5"></span>qualquer <span class="_ _a"></span>razão <span class="_ _5"></span>especificada <span class="_ _a"></span>nas <span class="_ _5"></span>normas <span class="_ _a"></span>da </div><div class="t m0 x4 h8 y5a5 ff6 fs0 fc0 sc0 ls0 ws0">ICP-Brasil <span class="_ _24"> </span>e <span class="_ _30"> </span>nos <span class="_ _30"> </span>documentos <span class="_ _30"> </span><span class="ff8">Baseline <span class="_ _24"> </span>R<span class="_ _7"></span>equirements</span>, <span class="_ _30"> </span>EV <span class="_ _24"> </span><span class="ff8">Guidelines</span> <span class="_ _30"> </span>e/ou <span class="_ _30"> </span>EV <span class="_ _30"> </span><span class="ff8">Code <span class="_ _30"> </span>Signing </span></div><div class="t m0 x4 h8 y184 ff8 fs0 fc0 sc0 ls0 ws0">Guidelines<span class="ff6">. </span></div><div class="t m0 x4 h4 y185 ff6 fs0 fc0 sc0 ls0 ws0">9.6.1.7<span class="ff5"> <span class="_ _8"></span><span class="ff6">Existência Legal </span></span></div><div class="t m0 x4 h8 y5a6 ff6 fs0 fc0 sc0 ls0 ws0">Esta <span class="_ _c"></span>DPC <span class="_ _c"></span>está <span class="_ _c"></span>em <span class="_ _c"></span>conformidade <span class="_ _c"></span>legal <span class="_ _c"></span>com <span class="_ _c"></span>a <span class="_ _c"></span>MP <span class="_ _c"></span>nº <span class="_ _c"></span>2.200<span class="_ _7"></span>-2, <span class="_ _c"></span>de <span class="_ _c"></span>24 <span class="_ _c"></span>de <span class="_ _c"></span>agosto <span class="_ _c"></span>de <span class="_ _c"></span>2001, <span class="_ _c"></span>e <span class="_ _c"></span>legi<span class="_ _7"></span>slação </div><div class="t m0 x4 h8 y5a7 ff6 fs0 fc0 sc0 ls0 ws0">aplicável. </div><div class="t m0 x4 h4 y5a8 ff6 fs0 fc0 sc0 ls0 ws0">9.6.2<span class="ff5"> <span class="_ _2d"> </span></span>Declarações e Garantias da AR </div><div class="t m0 x4 h8 y5a9 ff6 fs0 fc0 sc0 ls0 ws0">Não se aplica.  </div><div class="t m0 x4 h4 y381 ff6 fs0 fc0 sc0 ls0 ws0">9.6.3<span class="ff5"> <span class="_ _2d"> </span></span>Declarações e garantias do titular </div><div class="t m0 x4 h4 y5aa ff6 fs0 fc0 sc0 ls0 ws0">9.6.3.1<span class="ff5"> <span class="_ _8"></span><span class="ff6">Toda <span class="_ _24"> </span>informação  necessária  para <span class="_ _4"> </span>a <span class="_ _24"> </span>identificação  da <span class="_ _4"> </span>AC <span class="_ _4"> </span>titular <span class="_ _24"> </span>de  certificado  deve <span class="_ _4"> </span>ser </span></span></div><div class="t m0 x4 h8 y350 ff6 fs0 fc0 sc0 ls0 ws0">fornecida de forma completa e <span class="_ _7"></span>precisa. Ao aceitar o certificado emitido pela AC Raiz, <span class="_ _7"></span>a AC titular é </div><div class="t m0 x4 h8 y5ab ff6 fs0 fc0 sc0 ls0 ws0">responsável por todas as informações por ela fornecidas, contidas nesse certificado. </div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
<div id="pf3b" class="pf w0 h0" data-page-no="3b"><div class="pc pc3b w0 h0"><img class="bi x7 y2b w4 h7" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y2c ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2d w5 h9"><div class="t m0 x9 h8 y2e ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xa y2d w6 h9"><div class="t m0 xb ha y2f ff7 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y30 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y31 ff8 fs3 fc0 sc0 ls0 ws0">Declaração de Práticas de Certificaçã<span class="_ _7"></span>o da Autoridade Certificadora<span class="_ _7"></span> Raiz da ICP-Brasil <span class="ff9">–</span> <span class="lsb">DO</span>C-ICP-<span class="ls9">01</span> <span class="lsc">v.</span>6<span class="lsa">.0<span class="_ _7"></span></span> <span class="_ _d"></span> <span class="_ _e"> </span> <span class="_ _e"> </span> <span class="_ _e"> </span><span class="ffa ls9">57</span> </div><div class="t m0 x4 h4 y72 ff6 fs0 fc0 sc0 ls0 ws0">9.6.3.2<span class="ff5"> <span class="_ _8"></span><span class="ff6">A <span class="_ _5"></span>AC <span class="_ _5"></span>titular <span class="_ _5"></span>deve <span class="_ _5"></span>informar <span class="_ _6"></span>à <span class="_ _5"></span>AC <span class="_ _5"></span>Raiz <span class="_ _5"></span>qualquer <span class="_ _5"></span>comprometimento <span class="_ _6"></span>de <span class="_ _5"></span>sua <span class="_ _5"></span>chave <span class="_ _5"></span>privada <span class="_ _5"></span>e </span></span></div><div class="t m0 x4 h8 y1dc ff6 fs0 fc0 sc0 ls0 ws0">solicitar a imediata revogação do seu certificado. </div><div class="t m0 x4 h4 y1c0 ff6 fs0 fc0 sc0 ls0 ws0">9.6.4<span class="ff5"> <span class="_ _2d"> </span></span>Declarações e garantias das terceiras partes </div><div class="t m0 x4 h4 y173 ff6 fs0 fc0 sc0 ls0 ws0">9.6.4.1<span class="ff5"> <span class="_ _8"></span><span class="ff6">As terceiras partes devem: </span></span></div><div class="t m0 x2e h4 y4d3 ff6 fs0 fc0 sc0 ls1 ws0">a)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ff6">recusar a utilização do certificado para fins diversos dos previstos nesta DPC; e </span></span></div><div class="t m0 x2e h4 y5ac ff6 fs0 fc0 sc0 ls0 ws0">b)<span class="ff5"> <span class="_ _2a"> </span></span>verificar, a qualquer tempo, a validade do certificado.  </div><div class="t m0 x4 h4 y5ad ff6 fs0 fc0 sc0 ls0 ws0">9.6.4.2<span class="ff5"> <span class="_ _8"></span><span class="ff6">O <span class="_ _6"></span>cer<span class="_ _7"></span>tificado <span class="_ _6"></span>da <span class="_ _6"></span>AC <span class="_ _6"></span>Raiz <span class="_ _5"></span>ou <span class="_ _c"></span>um <span class="_ _5"></span>certificado <span class="_ _c"></span>de <span class="_ _5"></span>AC <span class="_ _c"></span>de <span class="_ _6"></span>nível<span class="_ _7"></span> <span class="_ _6"></span>imediatamente <span class="_ _6"></span>subsequente <span class="_ _6"></span>ao </span></span></div><div class="t m0 x4 h8 y5ae ff6 fs0 fc0 sc0 ls0 ws0">da AC Raiz é considerado válido quando: </div><div class="t m0 x2e h4 y5af ff6 fs0 fc0 sc0 ls1 ws0">a)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ff6">tiver sido emitido pela AC Raiz; </span></span></div><div class="t m0 x2e h4 y5b0 ff6 fs0 fc0 sc0 ls0 ws0">b)<span class="ff5"> <span class="_ _2a"> </span></span>não constar da última LCR da AC Raiz; </div><div class="t m0 x2e h4 y5b1 ff6 fs0 fc0 sc0 ls1 ws0">c)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ff6">não estiver expirado; e </span></span></div><div class="t m0 x2e h4 y5b2 ff6 fs0 fc0 sc0 ls0 ws0">d)<span class="ff5"> <span class="_ _2a"> </span></span>puder ser verificado com o uso do certificado válido da AC Raiz. </div><div class="t m0 x4 h4 y5b3 ff6 fs0 fc0 sc0 ls0 ws0">9.6.4.3<span class="ff5"> <span class="_ _8"></span><span class="ff6">A <span class="_ _6"></span>utilização <span class="_ _6"></span>ou <span class="_ _6"></span>aceitação <span class="_ _6"></span>de <span class="_ _6"></span>certificados <span class="_ _6"></span>sem <span class="_ _6"></span>a <span class="_ _6"></span>observância <span class="_ _6"></span>das <span class="_ _6"></span>providências <span class="_ _6"></span>descritas <span class="_ _6"></span>é <span class="_ _6"></span>de </span></span></div><div class="t m0 x4 h8 y5b4 ff6 fs0 fc0 sc0 ls1 ws0">co<span class="ls0">nta e risco da terceira parte que usar ou aceitar a utilização do respectivo certificado.  </span></div><div class="t m0 x4 h4 y5b5 ff6 fs0 fc0 sc0 ls0 ws0">9.6.5<span class="ff5"> <span class="_ _2d"> </span></span>Representações e garantias de outros participantes </div><div class="t m0 x4 h8 y5b6 ff6 fs0 fc0 sc0 ls0 ws0">Não se aplica. </div><div class="t m0 x4 h22 y5b7 ff7 fs0 fc0 sc0 ls0 ws0">9.7<span class="ff11"> <span class="_ _25"> </span></span>Isenção de garantias </div><div class="t m0 x4 h8 y5b8 ff6 fs0 fc0 sc0 ls0 ws0">Não se aplica. </div><div class="t m0 x4 h22 y5b9 ff7 fs0 fc0 sc0 ls0 ws0">9.8<span class="ff11"> <span class="_ _25"> </span></span>Limitações de responsabilidades </div><div class="t m0 x4 h8 y5ba ff6 fs0 fc0 sc0 ls0 ws0">A <span class="_ _7"></span>AC <span class="_ _7"></span>Raiz <span class="_ _7"></span>não <span class="_ _7"></span>responde <span class="_ _7"></span>pelos <span class="_ _c"></span>danos <span class="_ _7"></span>que <span class="_ _7"></span>não <span class="_ _7"></span>lhe <span class="_ _7"></span>sej<span class="_ _7"></span>am <span class="_ _7"></span>imputáveis <span class="_ _7"></span>ou <span class="_ _7"></span>a <span class="_ _7"></span>que <span class="_ _7"></span>não <span class="_ _7"></span>tenha <span class="_ _7"></span>dado <span class="_ _7"></span>causa, </div><div class="t m0 x4 h8 y5bb ff6 fs0 fc0 sc0 ls0 ws0">na forma da legislação vigente. </div><div class="t m0 x4 h22 y5bc ff7 fs0 fc0 sc0 ls0 ws0">9.9<span class="ff11"> <span class="_ _25"> </span></span>Indenizações </div><div class="t m0 x4 h8 y5bd ff6 fs0 fc0 sc0 ls0 ws0">A <span class="_ _a"></span>AC <span class="_ _a"></span>Raiz <span class="_ _a"></span>responde <span class="_ _a"></span>pelos <span class="_ _a"></span>danos <span class="_ _a"></span>que <span class="_ _a"></span>der <span class="_ _a"></span>causa, <span class="_ _a"></span>e <span class="_ _a"></span>lhe <span class="_ _a"></span>sejam <span class="_ _a"></span>imputáveis, <span class="_ _a"></span>na <span class="_ _a"></span>forma <span class="_ _a"></span>da <span class="_ _a"></span>legislação </div><div class="t m0 x4 h8 y5be ff6 fs0 fc0 sc0 ls0 ws0">vigente, assegurado o direito de regresso contra o agente ou entidade responsável.  </div><div class="t m0 x4 h22 y5bf ff7 fs0 fc0 sc0 ls0 ws0">9.10<span class="ff11"> <span class="_ _2a"> </span></span>Prazo e Rescisão </div><div class="t m0 x4 h8 y5c0 ff6 fs0 fc0 sc0 ls0 ws0">Esta <span class="_ _a"></span>DPC <span class="_ _5"></span>entra <span class="_ _5"></span>em <span class="_ _a"></span>vigor <span class="_ _5"></span>a <span class="_ _a"></span>partir <span class="_ _5"></span>da <span class="_ _a"></span>publicação <span class="_ _5"></span>da <span class="_ _a"></span>Resolução <span class="_ _5"></span>do <span class="_ _a"></span>Comitê <span class="_ _5"></span>Gestor <span class="_ _a"></span>que <span class="_ _5"></span>a <span class="_ _a"></span>aprovar <span class="_ _5"></span>e </div><div class="t m0 x4 h8 y5c1 ff6 fs0 fc0 sc0 ls0 ws0">permanecerá válida e eficaz até que venha a ser revogada ou substituída, expressa ou tacitamente. </div><div class="t m0 x4 h4 y5c2 ff6 fs0 fc0 sc0 ls0 ws0">9.10.1<span class="ff5"> <span class="_ _21"> </span></span>Término </div><div class="t m0 x4 h8 y5c3 ff6 fs0 fc0 sc0 ls0 ws0">Esta <span class="_ _2"></span>DPC <span class="_ _b"></span>vigorará <span class="_ _2"></span>por <span class="_ _b"></span>prazo <span class="_ _2"> </span>indeterminado, <span class="_ _2"></span>permanecendo <span class="_ _b"></span>válida <span class="_ _2"></span>e <span class="_ _b"></span>eficaz <span class="_ _2"></span>até <span class="_ _b"></span>que <span class="_ _2"></span>venha <span class="_ _b"></span>a <span class="_ _2"> </span>ser </div><div class="t m0 x4 h8 y5c4 ff6 fs0 fc0 sc0 ls0 ws0">revogada ou substituída, expressa ou tacitamente. </div><div class="t m0 x4 h4 y5c5 ff6 fs0 fc0 sc0 ls0 ws0">9.10.2<span class="ff5"> <span class="_ _21"> </span></span>Efeito da rescisão e sobrevivência </div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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"/><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y2c ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2d w5 h9"><div class="t m0 x9 h8 y2e ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xa y2d w6 h9"><div class="t m0 xb ha y2f ff7 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y30 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y31 ff8 fs3 fc0 sc0 ls0 ws0">Declaração de Práticas de Certificaçã<span class="_ _7"></span>o da Autoridade Certificadora<span class="_ _7"></span> Raiz da ICP-Brasil <span class="ff9">–</span> <span class="lsb">DO</span>C-ICP-<span class="ls9">01</span> <span class="lsc">v.</span>6<span class="lsa">.0<span class="_ _7"></span></span> <span class="_ _d"></span> <span class="_ _e"> </span> <span class="_ _e"> </span> <span class="_ _e"> </span><span class="ffa ls9">58</span> </div><div class="t m0 x4 h4 y72 ff6 fs0 fc0 sc0 ls0 ws0">9.10.2.1<span class="ff5"> <span class="_ _2f"> </span></span>Os atos <span class="_ _7"></span>praticados <span class="_ _7"></span>na vigência <span class="_ _7"></span>desta DPC <span class="_ _7"></span>são váli<span class="_ _7"></span>dos e <span class="_ _7"></span>eficazes <span class="_ _7"></span>para todos <span class="_ _7"></span>os <span class="_ _7"></span>fins de </div><div class="t m0 x4 h8 y1dc ff6 fs0 fc0 sc0 ls0 ws0">direito, produzindo efeitos mesmo após a sua revogação, extinção ou substituição. </div><div class="t m0 x4 h4 y3b3 ff6 fs0 fc0 sc0 ls0 ws0">9.10.2.2<span class="ff5"> <span class="_ _2f"> </span></span>No <span class="_ _3"> </span>caso <span class="_ _2a"> </span>de <span class="_ _2a"> </span>descredenciamento <span class="_ _2a"> </span>de <span class="_ _2a"> </span>AC <span class="_ _3"> </span>subsequente <span class="_ _2a"> </span>à <span class="_ _2a"> </span>AC <span class="_ _2a"> </span>Raiz, <span class="_ _3"> </span>os <span class="_ _2a"> </span>seguintes </div><div class="t m0 x4 h8 y24e ff6 fs0 fc0 sc0 ls0 ws0">procedimentos devem ser adotados: </div><div class="t m0 x2e h4 y1df ff6 fs0 fc0 sc0 ls1 ws0">a)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ff6">a AC Raiz divulgará o fato no Diário Oficial da União e em sua página web (repositório); </span></span></div><div class="t m0 x2e h4 y588 ff6 fs0 fc0 sc0 ls0 ws0">b)<span class="ff5"> <span class="_ _2a"> </span></span>as <span class="_ _6"></span>ACs <span class="_ _c"></span>subsequentes, <span class="_ _c"></span>ARs <span class="_ _6"></span>e <span class="_ _c"></span>PSSs <span class="_ _6"></span>operacionalmente <span class="_ _c"></span>vinculados <span class="_ _c"></span>deverão <span class="_ _c"></span>cessar, <span class="_ _6"></span>em <span class="_ _c"></span>relação </div><div class="t m0 x2f h8 y1a6 ff6 fs0 fc0 sc0 ls0 ws0">às <span class="_ _6"></span>PCs <span class="_ _5"></span>objeto <span class="_ _6"></span>do <span class="_ _5"></span>descredenciamento, <span class="_ _6"></span>suas <span class="_ _5"></span>atividades <span class="_ _6"></span>de <span class="_ _6"></span>emissão <span class="_ _5"></span>de <span class="_ _6"></span>certificados <span class="_ _5"></span>no <span class="_ _6"></span>âmbito </div><div class="t m0 x2f h8 y5c6 ff6 fs0 fc0 sc0 ls0 ws0">da ICP-Brasil imediatamente após a comunicação de que trata a alínea anterior; </div><div class="t m0 x2e h4 y4f3 ff6 fs0 fc0 sc0 ls1 ws0">c)<span class="ff5 ls0"> <span class="_ _2e"> </span><span class="ff6">em caso de descredenciamento total de uma AC: </span></span></div><div class="t m0 x30 h4 y4f4 ff6 fs0 fc0 sc0 ls1a ws0">i.<span class="ff5 ls0"> <span class="_ _34"> </span><span class="ff6">as <span class="_ _b"></span>chaves <span class="_ _b"></span>públicas <span class="_ _b"></span>dos <span class="_ _b"></span>certificados <span class="_ _b"></span>por <span class="_ _2"></span>ela <span class="_ _a"></span>emitidos <span class="_ _2"></span>deverão <span class="_ _a"></span>ser <span class="_ _b"></span>armazenadas <span class="_ _b"></span>por </span></span></div><div class="t m0 x35 h8 ye ff6 fs0 fc0 sc0 ls0 ws0">outra AC, após aprovação da AC Raiz; </div><div class="t m0 x31 h4 y5c7 ff6 fs0 fc0 sc0 ls1a ws0">ii.<span class="ff5 ls0"> <span class="_ _34"> </span><span class="ff6">quando <span class="_ _3"> </span>houver <span class="_ _1d"> </span>mais <span class="_ _3"> </span>de <span class="_ _3"> </span>uma <span class="_ _3"> </span>AC <span class="_ _3"> </span>interessada, <span class="_ _3"> </span>assumirá <span class="_ _1d"> </span>a <span class="_ _2a"> </span>responsabilidade <span class="_ _3"> </span>do </span></span></div><div class="t m0 x35 h8 y5c8 ff6 fs0 fc0 sc0 ls0 ws0">armazenamento <span class="_ _b"></span>das <span class="_ _b"></span>chaves <span class="_ _b"></span>públicas <span class="_ _b"></span>aquela <span class="_ _b"></span>indicada <span class="_ _2"></span>pela <span class="_ _a"></span>AC <span class="_ _b"></span>que <span class="_ _2"></span>encerra <span class="_ _b"></span>as <span class="_ _b"></span>suas </div><div class="t m0 x35 h8 y5c9 ff6 fs0 fc0 sc0 ls0 ws0">atividades; </div><div class="t m0 x32 h4 y5ca ff6 fs0 fc0 sc0 ls1a ws0">iii.<span class="ff5 ls0"> <span class="_ _34"> </span><span class="ff6">a <span class="_ _5"></span>AC <span class="_ _6"></span>que <span class="_ _5"></span>encer<span class="_ _7"></span>ra <span class="_ _5"></span>as <span class="_ _5"></span>suas <span class="_ _5"></span>atividades <span class="_ _5"></span>transferirá, <span class="_ _6"></span>se <span class="_ _5"></span>for<span class="_ _7"></span> <span class="_ _5"></span>o <span class="_ _5"></span>caso, <span class="_ _5"></span>a <span class="_ _5"></span>documentação <span class="_ _5"></span>dos </span></span></div><div class="t m0 x35 h8 y5cb ff6 fs0 fc0 sc0 ls0 ws0">certificados <span class="_ _2"> </span>digitais <span class="_ _21"> </span>emitidos <span class="_ _2"> </span>à <span class="_ _21"> </span>AC <span class="_ _2"> </span>que <span class="_ _21"> </span>tenha <span class="_ _2"> </span>assumido <span class="_ _21"> </span>a <span class="_ _2"> </span>guarda <span class="_ _21"> </span>das <span class="_ _2"> </span>respectivas </div><div class="t m0 x35 h8 y328 ff6 fs0 fc0 sc0 ls0 ws0">chaves públicas; e </div><div class="t m0 x32 h4 y329 ff6 fs0 fc0 sc0 ls0 ws0">iv.<span class="ff5"> <span class="_ _34"> </span></span>caso <span class="_ _a"></span>as <span class="_ _a"></span>chaves <span class="_ _a"></span>públicas <span class="_ _a"></span>não <span class="_ _a"></span>tenham <span class="_ _b"></span>sido <span class="_ _a"></span>assumidas <span class="_ _a"></span>por <span class="_ _a"></span>outra <span class="_ _a"></span>AC, <span class="_ _a"></span>os <span class="_ _a"></span>documentos </div><div class="t m0 x35 h8 y32a ff6 fs0 fc0 sc0 ls0 ws0">referentes <span class="_ _c"></span>aos <span class="_ _c"></span>cer<span class="_ _7"></span>tificados <span class="_ _c"></span>digitais <span class="_ _6"></span>e <span class="_ _c"></span>as <span class="_ _c"></span>res<span class="_ _7"></span>pectivas <span class="_ _c"></span>chaves <span class="_ _6"></span>públicas <span class="_ _c"></span>serão <span class="_ _c"></span>repassa<span class="_ _7"></span>dos </div><div class="t m0 x35 h8 y32b ff6 fs0 fc0 sc0 ls0 ws0">à AC Raiz. </div><div class="t m0 x4 h4 y5cc ff6 fs0 fc0 sc0 ls0 ws0">9.10.2.3<span class="ff5"> <span class="_ _2f"> </span></span>No <span class="_ _5"></span>caso <span class="_ _a"></span>da <span class="_ _5"></span>AC <span class="_ _5"></span>Raiz, <span class="_ _a"></span>o <span class="_ _5"></span>Comitê <span class="_ _a"></span>Gestor <span class="_ _5"></span>da <span class="_ _a"></span>ICP-Brasil <span class="_ _a"></span>definirá <span class="_ _5"></span>os <span class="_ _5"></span>pr<span class="_ _7"></span>ocedimentos <span class="_ _5"></span>de </div><div class="t m0 x4 h8 y32c ff6 fs0 fc0 sc0 ls0 ws0">extinção. </div><div class="t m0 x4 h22 y5cd ff7 fs0 fc0 sc0 ls0 ws0">9.11<span class="ff11"> <span class="_ _2a"> </span></span>Avisos individuais e comunicações com os participantes </div><div class="t m0 x4 h8 y165 ff6 fs0 fc0 sc0 ls0 ws0">As <span class="_ _24"> </span>notificações, <span class="_ _24"> </span>intimações,  solicitações <span class="_ _24"> </span>ou <span class="_ _24"> </span>qualquer <span class="_ _24"> </span>outra <span class="_ _24"> </span>comunicação <span class="_ _4"> </span>necessária <span class="_ _24"> </span>sujeita <span class="_ _24"> </span>às </div><div class="t m0 x4 h8 y166 ff6 fs0 fc0 sc0 ls0 ws0">práticas <span class="_ _5"></span>descritas <span class="_ _6"></span>nesta <span class="_ _5"></span>DPC <span class="_ _5"></span>serão <span class="_ _6"></span>feitas, <span class="_ _5"></span>preferencialmente, <span class="_ _5"></span>por <span class="_ _5"></span>e-mail <span class="_ _5"></span>assinado <span class="_ _5"></span>digitalmente, <span class="_ _6"></span>ou, </div><div class="t m0 x4 h8 y5ce ff6 fs0 fc0 sc0 ls0 ws0">na <span class="_ _b"></span>sua <span class="_ _b"></span>impossibilidade, <span class="_ _b"></span>por <span class="_ _b"></span>ofício <span class="_ _b"></span>da <span class="_ _b"></span>autoridade <span class="_ _b"></span>competente <span class="_ _2"></span>ou <span class="_ _a"></span>publicação <span class="_ _2"></span>no <span class="_ _a"></span>Diário <span class="_ _2"></span>Oficial <span class="_ _a"></span>da </div><div class="t m0 x4 h8 y5cf ff6 fs0 fc0 sc0 ls0 ws0">União. </div><div class="t m0 x4 h22 y5d0 ff7 fs0 fc0 sc0 ls0 ws0">9.12<span class="ff11"> <span class="_ _2a"> </span></span>Alterações </div><div class="t m0 x4 h4 y5d1 ff6 fs0 fc0 sc0 ls0 ws0">9.12.1<span class="ff5"> <span class="_ _21"> </span></span>Procedimento para emendas </div><div class="t m0 x4 h8 y5d2 ff6 fs0 fc0 sc0 ls0 ws0">Qualquer <span class="_ _b"></span>alteração <span class="_ _2"></span>nesta <span class="_ _b"></span>DPC <span class="_ _b"></span>deverá <span class="_ _2"> </span>ser <span class="_ _b"></span>submetida <span class="_ _2"></span>pela <span class="_ _b"></span>AC <span class="_ _b"></span>Raiz <span class="_ _2"> </span>à <span class="_ _b"></span>apr<span class="_ _7"></span>ovação <span class="_ _b"></span>do <span class="_ _2"></span>CG <span class="_ _b"></span>da <span class="_ _2"></span>ICP<span class="_ _7"></span>-</div><div class="t m0 x4 h8 y5d3 ff6 fs0 fc0 sc0 ls0 ws0">Brasil. </div><div class="t m0 x4 h4 y2b6 ff6 fs0 fc0 sc0 ls0 ws0">9.12.2<span class="ff5"> <span class="_ _21"> </span></span><span class="ls1">Mec</span>anismo de notificação e períodos </div><div class="t m0 x4 h8 y5d4 ff6 fs0 fc0 sc0 ls0 ws0">Mudança nesta DPC será publicado no DOU e no <span class="ff8">site</span> do ITI.  </div><div class="t m0 x4 h4 y4ff ff6 fs0 fc0 sc0 ls0 ws0">9.12.3<span class="ff5"> <span class="_ _21"> </span></span>Circunstâncias na qual o OID deve ser alterado. </div><div class="t m0 x4 h8 y170 ff6 fs0 fc0 sc0 ls0 ws0">Não se aplica. </div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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ZGxvTplZUQnRjmu49MaZP87FVQgaJiiXTSPH3+cEJBSIuIUJFjBH/pEGq7QKNQAVGmqH/vxvSaljK40F0JAQoHj6jvf7KyN31Ry+K7vny+y1zgSF5AgdlPYLd3H/23ozGhNWKG55t1t36zI21xqqDKLksz8KFgkVMqskzpqfOchU7NHjUnrpwTBZwkkK/ENZ/YtP75xzcmtZbY6iZH3djMClSxEi2G39LnqiStmRgsh7r83gzTi49kN3OLrJN7Z6+pnRtzVDpqHPP1QAkAkJAQoNVZLDuh9VnqRC7f2vzoEFAAoET9rr9Ez77wEhYxmklbm77h3/fxiXgVCE3dcxvUrT2/pGpe+6MjqAxUnG8AGCKDy92wO/YBkZnK+XPXh8ZWfHFs1rFOvZ4bcNTK1rwjOhD47yStPbn111393VB7jSBRwAxWZFXIx1L168OsFR1bO7Xf934bcpnZtYuFAZ+xVPvY+AEC1bGwfhhmdNfPIFUniQHagSsk0b/MnVoXssew7oYAr43KeGfmn5gs3EsC60j23/O/ZYmuV1+iJwEZ2G/zYz29trcxtQFtApep7fQSZ0aaKQ1O+f+LN3Uu4S80vObbxxlXPbq0+KgucEP3Zix48ECFUc+MLuxe9uGWhvU0JB7F1+gbxUO3pK76+H126R+a83tpQaaqtkxu8lSCByPH6zJFvjX8kQlA3f22J0XM/vWcSbG7lMZwIxIRGLj68PlAajxoUCSHRoaIGASostdUWveRjCJoF+/PbPh2d1n9AXBcT2V/Z+aVdIJeH4gRayYWpWSN66tI5UUF92f7KE4dq83nTMBBHeGPvtwnhsff2ndJWqRJiqwQfAAySeUfl0cAOYCPnw8bE58wecN21nYcFtRUdocFuaQygO/QaITKiKEXYMVNNk+KmplnVPzxzwbXPdYtKcdDddqC1+TvuWDnPd6ga0PbD6R0D4rL2lJ04UpffNOddNPI9vae8MeYh5rSr0Ary9d/9fXXxTlcKJhJAA7M9v/Hj67qOTNBE/u7ot6Ylh8df32d8TqeuzJ+114zqYARZqoShqX1CRNXmsweKa8oGxWQbG/TVFoMMnCNw5ByBAGIU4V/PeKlzaHyjn64guCZjSE9d5x3VR31J8NP6UgIoMVTI3kKDDCBEqW6MRiCAGoR7el+rFTRNj00EAAJhraGuw6LvRLnAUHrf+pdVII5K7j+nz7VXZgzUCsoWBoAAAR7pc+O8EbPUTIEAdpL15oYIjVbiskW21ZmNJpu51massxga7OZIpTYzNA4dkXMEK5eLDJUnas5aud2vjVZuquEAOk2EAF6WGUkM3t675Ex9ef+4LomhMQmhuki1Nieh65WdB6qYIxG8SYbaMBh7Lugz8umav7ocHMEM0prinesLd42OyVl608thgqp55RNH2keH3BLClI6+qlCMDYkAIKUghAjKaKXW5ZE5rQ4OUGat31V0ZH9J3urTWw/UnLQLxANEO+1cQoAhKb0T1NFnbdVusxEBwIz2b05v+Ob0Bke2PgIoZZag0XWLTp3Zd/LkrsNCQERs4zB4q9FP1OhmZI1uXHaIqEGyVDbU7i7JLZZqyZ+ekRhtqNq/7uT26dkjmx1UHJzYI0Yd3ryGkhFq5IbTVcWb8vdsLNx7oCyvkutlJI7k6g0246SEgmJkSv/PT/0AAWywxqCmWZRP2yvyyyt+XLPnsp3dXx3/50HxXfH8op+u7TR/1P3u0VQiAoR6u2nx0Z//tWPRGXOFb8dkRp8eWjk1ewS4VaP0Zk44TOs2RgA/BIIMfEdJ7rr8nSdqzx6sPnWmtsyKktNUd5jN7mWzsTleGAGeG3Z3vdW4tnCnDWVoyX4gABujzbW5k7579KnBd97dd1K4qD5v6GNj2UU3lx0AohShs/pMsnHp4U1v+N0wt7viaI29AQJHYjWk6JvU1fdTC7f/fcP7H+QutzaCJXhTRAxAlFmqJnZocp9D9QX7qvOa6ULniITvrnvx4wMrX9j0aaVskBj3IQw8oxEIAFAlGR779Z2DpSc+nPS4oo3iRW1cIcYuBXRH9HZTvcUYwpSBCBAViTptlO81X9r2+dtH/se9s04ICaNE7eiU/pd16pEW3qlXbEZGZKKCiTeteK559B0M5Zy+19zUY2yxvvJw5am8uqIKU12BofRMfVmhscJoN8vIuc+GF5nRVyfX31s2dXBC946FPgfaVn50/vYvAuWLO4pIEQR0eRVcCFV4T+oGsC88vIb7SfjBvpGZq296I14Z5ub7kARQazEEN4cpUqGJ1KX11KW5qzgTtx+rKjhaVfDloXUbyva55xohgI3xw5X55w19jmAFWWqiDIkAGmTLmhNb//rj2xWg9xsSIIQwMSRcHWqz2gLJvoCM+TAfRYbKSks9MD8B/Wu7jOik9Fqi0UK2gvrSQA9vtFuOVpyxkiQD58AlkDmRzGXivE9s51RtnEAYzlSD4roOisuemj3yxiVPrS/f22hEERAA82PR/i7oEwDsrjyW+cE09zIIkixbZLsNJDlAcqaDO+wf1zVKDC232lplNlTUV9tB8rv33S5LztQuIkS0k7yz7PjbexafMZUHWnglpCd+fGtL7VEvExkB+kZ0/m76S6na2MaN5KFMOTi5509le7lbZgsCxYdEnRf0GQDZSa7wqPbYlNHkTG71F2xjhLf1mCC2nh7pFBmjBFFCu6818/6B71Mi4q/KGioiKzfVvL9z6aLja+2MB4qncoAwUf3A0Bt/XT3PI3eRABD2Gk7evOzZ+eMezo5OEZlgtFsW7l/1yq4vJcGD1o3k6kFJPc6b7Ddjn/mzHNAh+lmK+IlZl5/D86Vo4xJDdCctpb6A1vKGuRtei/rpfYbMKJnNCtm1qwv9ph5JsoSA47MuS1BFFdlrvHpAANuqj479Ym5iqE4hiHUmQxU3uKB3DqfIcUa3sQmh0W2FfjvlMDcxtHGK8GcH3PHTzHd0Ku05XEgNwtwBMxRNif/ebkSVYKpgRpNSJiQgUHNhRHwfv/u0KxpqZODhqH5s8C1+L0gIZoV0ylZ+zFxchnovqQ9nmheGzP732LkCnReGOWjkEVAgjCBVv07Zr4x9KCem8zlvoEKAB/pdp0Dxb5vfM4C1GTdK4Gyorvuzo+9J1cbnfHq7SSF5fe2kvuRQdf5AXdYD/aZFqsP/uuHtKjJQS/QfEgFgNGneGf/4DdmjWZtu/PCDvgYVt/YYX8fNrbqQEhVhCo1WpdGpw2M0kclhcZnRSRGKEMEVkHb8HSqqZvWZZBb8OJlRXK0CX1cXRGT39psyOKnHypNbTtUXn6orrrbU27gdATWCMjYkKiMiIS2s04jknGEpvZUocqD/jHrwQO0p30E6UpTXV5epQDazx7iRKX03nd2fX196oq6wuKHKYDEZJZNFtnHOmcCUKEYotYlhsSna2MsTeo3LHBSrjmBuHVEAu7vn1WbyY/8MS+jtEMNBcdlzekzxAzqxMFEDgbNoWxvBCTpVrbkLB/qsqdIBAXAgxykiMhEAKABFT/Ir4AFjAW9NHBz5mB5YOM6OawUWHoYZBoOBF/rksmBagb6fhAv3jFm3K7niSS2eyOeR9e+FZuPtGtcWbMVYN/YWsZnn9+6eFztCgSB21atpxqf0uCkG2FfmNSFABqqzNZQbq0/VFhfoy0qMVZWWugbJYrJbbbKdgFRMEapQh4jquJCoZG1sZkRCF11qXGiUVlQ7eCGvJP9GotjrdaCB932XEwFAgHCxV146BDM1PYbBU2iaJ/AcP/RK0vaWOi8zzDGkAXf1kfNwvWqbcWfJkU/3LvulcL+RrG6clCMqiv6XQQKlLEQrtNOyR80eOK1rZJIaRQwyyHXRNP/oc6CTdcWrT21fW7B9R1muQTLJ2Kr6Qk3ihgRKEhJCdVemDrwmY+io9P7hipBL8Luh7yaOHOiksezjXd9/eHCZgVlbsgadPEKQFjAj6BOW/vpVj16e0FMF7BL6jbJPAMgBlp389f41r1SQ3m/iefBABxwuglCumJw5/NVxDyZpoi+h70S/0Fj11IYPlp7ZbHKmY/hT0AQiYaigTtTGxIfqwpSaMGWISlACoF22G+wmvc1UYqgoNlaZuJUHNkeQoLM24Z5e107pekWXyER2sa4ETXpfBvri6I/3/PCyjcm+PImCY5JSNzy57/SeY69I7RsmqgXHKQ/e9AJJQFXW+nV5OxYdXLW/Mk+PFh7AlkGAMFn52eTnpmYNw4scfQCwAU1Z8vi60p1u2KPIWRwLf3zobXfkTNYKKocDEmBiNL3nyDAsMJT9e9PCr06stwrceQCUxzGzHIClq2L/N2N+78g0hnhRow8AR6rP3Lzi2SP6MwSQrI69pdvYGdmju8WmhzAFQFDweOXgc6Cz+oqdpUe/yF33Q+EuG3LP4n5ARBGo+cewe+7rN1WB7KJGnwBKrLW3f/tMui759Ql/DhfUbSWQEvBfig/OXv2vfEs5AHP45Y0hAYWMT/S/7e/D79A43YKLE30iQDTYTEpBoRJEoLYs80EA+fqyd/ct/f7ELwXmCvJONMeh8T0/nPBEt6iUi9XbouYd/rZpNbJpytePbanJ9bJhEWhcp4ErZsxXXhzeAPPvQkH70gHRQsj8Kx+MIrXXpksC+Llk35e566WL40gEYd68eefjvpSkjZnSdSS3y4eqTskgu4gs5Iz/dHqn3twwLKWvgjGCC9kSwvNbO4sDPbD+tQ+PrfCiAUWOi8Y/fXP3Kz0t1Ate8/zet8e5A6aHS6pGzeM0kBgtPvGz/AclRKmF/3cU2XeI/5aSI7esfK7IWu3+vhrEl0fcP0DX5Y84AAigFMQsXUqUMrSZIuTYQar2/Wf313/d+oFXpQd0uAV/RIUOiAS9w9OW3/yfZLUOAoTPfNH3MjnJsz5Pu0xTBKiyGKYt/duW6lyOHC6gMj4Z6rgFVz81MqkvYtCah4Ak4iIKbnuWUAYS2m0FJIACc9WYBfcW8KoLLP6VoYr9+fb3UzUx6BNDZr4sTYm1/rPDPzywcr4E3MX9ox3kOd+88NK2z0stde2kKFM1ujkDpzEOF1jo8Yyl8tZvny601JBjr4ObtIuNs58TEdChivwVJ379z4Fv0sM7cbf9HhxgW8XRz8o3HK8+++zwWekR8UJbTwMG8MDA60/UnFmct9HCbe5BTL9VA/2ed+7+aaC/waf6m9/jWwNdqvknQUfOC2tSqxxha/2xEYvmLJj41OiUHESfjBKZeLGplgMJADLAsC9mx2qits/8ROUoxwdgAXnA27cdg9J/DPnT7T2uEgjDVSFhCnXbEkEAIAMVm2qKjJUWyfoHFfYf83e+svu/MvMufJimjPn59vfTQ2LRXe9zoJe2ffGPHQtkdG3eRtAqNJd36jUx+bIHB03/dP+KJac3bS06aAKrcyM4YZom9snL77yj91VCG9HCrpg9uaWZ/OFUEAGgWbZ9dGD5G7u/KbBUuitRJEhVxT7Yf/r9/a/TCEqn3rdzOVGje374nAgxlKOT9TLazesLd+2rOUkAR+sKfyzcZQIruEq2RanCHrrsZslub7CZ2071u6ccAv4hXVwEAI2gfKj/9E0zP8xQx3kcCwB0xlb1xLYP3t271JE3xwBAZMLMnIm39hyvRNHj2+hM2/O9iVahuSdnyqwBU7SqELjU/NnQyeqoPw+6SeDMa/mQkd7cu/hUQwUAYaGh8tZl82SB7CQfrD5p4x6pv5HKsJSQ2FJzTZWlzp2OVzNFTkwXBpimjf9s8tMKYpdSpLyNR0CrbP/44Ip52z+tkRpceZSO/S+QoopZM/1VsdJQa7FZHJ5lb206AQFioamy0l4PAHU2Q53N4K4XUjVxMYowBJQsNgAoNJUYuTWKaf5QdJhbebGWVxdqKSXWWeDRLd3QgTGoBcXcftOA4C+b33aqdJdyLbRVLT6xEWXiVuDoyp8lIBnow+3frTq7ze/NHh54w4TMwe4FkJXAGOAfxEXyf+RfSzkCQQ1moJ/VS+Ypix//tfKQZ4oU3ddrqujyuBqz7BEBh6b2SY6K9Xvz7tFpGIC0+Ityd2UAAAlzSURBVEOoA0A6VFWwoWC3jUt9YjIvS+4VqQz1gs2RhmyWrT+f2Xu8plAiuV9c1hUpOSpBgT728Rl9+Q+nd9RY9L1jM8dnXuZaO5u+mFuVf9ZQ5ruDPEYZLm4/e/iuFS82HubguHcVN+jJ5OfpEeIgPJw1lRZUSmztnPeSnccQYofVMo5mR1qXv/PuVf+sIiMACBwzVXFLbvh3n+h0wCYbFwHsSI9vfO+D3OWOjZgCx2cH3vH0sDs9SrNx6d/bv3xz19f1aCYEkbPJyYNfmfDnrND4xqybetly/7pXC6xVDpKzEWSlLEzKHCY8+dzT64p3aUJCCqwVpVJdDTXUUoMV7I1TQUGCo6yf48cNYK2hhga0ZsQkh4aEpEYnzOw10bV/oSOi31i7b2vJkVlrXnp979d6srgiaVDDG1bnbZE57xQWE6nWAqCV2749+vPjG99Zkr9JdlF+hLCzLFdvbsjSpUSqQjnAidqiuetf+zh3mZlJjqtxpOP6oq8OrlUKypxO2QKyk3UlM75/andtnnt5SQDUCdq3R/9lYuZgp7fFAcZ98+dN5Qe8hOb27Ks+mPD4X35686PDy9yxjVNFnpj9TShTNrKpBB130bUBX3Vq25/W/KuGGlz2iGd1SIIwrvpq6gvj0wc9/ctHrx74WkYZgHnG/AkJkzBy5W1vfntw3Tv7lugFmx/tQIgEE+IHzL/mkSfWvbW6aAd5rgmMYP7Q+/8y8AYEEgGg1mJYmruxzFTtKzRKEBXAlK5CfI2VRs2ydcGBVWoSp3YZHh8W3ZHPOjFz+7zNC97bt8Qo2J3z3ltMiBD1gvWBH+bfljP57f1LZOb0hMhrjBCKoe76pU+cMZZLgl8mHIkBEayr2Lt70X21dqPHFRCQoE9o2szeV2Ejyxau0m4vO5KnL3LX72qmSA/rlBASjQBJGl12ZMrp+hI7yADACIx28zObPpzde0p4iLYNkeIAe8qPrzm1rd5ilF31UNw1SKM+9PDgnUYANhnGbl/eV5n3Y/FuLgAEql3rerPAUvni9v8j/yezufgPgFPmMhDAc2uL90YVjlQp6b0uowJhbp/rH73sJp0q3PngDpat1mb88sAPEhICnNGXv3Po2+7RGVtv/0QNyAgJwQTSwHdvP8HLrojve13mCAQY0Cn78qQeQpvm/h3TF4/84r4K2dDeJ/QJHDSoakAreXKUfvhO52azwHtekQTOVKgwk6359PrZXSe9P+Ex92LUzh2jUUrtA4OmOe6wpfjIeweWIIAIyMiZqCwCc9SG7RuT9dDA612LVttqZ/mVzYt8RaZV3lMAfDxql4kcb8saf23PkbOW/bMWTe562atLCo6TU4eVmKt3Vh8NJA7I2bT0EfcMmXHH0mdKpIBHRkTJ6vsHXM+8S416DDvtLzv57bGf0iMTlVx0VOhvehRZSNREAdGp2uLOkYkM2maddSAjA3ywd/nXeT/RudQdwuYtrkZMGUGSSjdv2Kzbe00QgfWbtXDZ8U1v7Ps231zueQFCwstjerw4Ys7QpF5nDRV/Xv/m2uIdMnoUDmCE/aO73NJ97N29J4crQ1ZNf/X5LQt+LNxtJCu67elhAOMTBs4bMbtPTAZ6i4VPZJEDSCAX1JVlue1r4EAF9eVxYdGhrpJ1bWuPH609O3jhrAZmo3aznBSczep29bOjZndSRbgnwefWFd64+Mmj5qJGcBWcjYnv//l182JVYQ4nwAbyrcueX3p2c2NZM0ZwU+aVn0z6uwbFxjCLDHx31ckZS/5eaK8BcC7LI2J7rbnxjRD0e7SZz4lPPtEkd/Id2j7CTmQDmr3234vy1rpVQgUE6BKRHKuOdO3YbZooDsOLPDzTxnPAPN8nACCGLDYk8pbssdO7jfFNUieiesm8oWD318d+Omsoz4hInNnjqlFp/RrriDu6WmaqfX/f9/sqT1SZ9enhCVck9bml57gIhYaadlQ7199DVac/3L/sWN1Zuyz11XWeO2B6dlSyX/evQ+TzfHBwxcM/v+55WjrqmHbfrEVJ6shWn8/kE/NzO/28OTqHO5LaA+tTl94JitF1MPOsWZEVzy/0BJBXV/z0hvd9DqqnK1MHJKkjsTWHCQTJOPi3KIkYtrDJHINktBxeFWCLR6Sw8yv1pw1l96x9uZaZ3TQcAEA8C39s8M3YNgqOnNVq/dKB2OiBBXtant+aAYH5Rkco1n9Xzpvsy0Ar87ffv/LlEqp3S1tHAIjjoQunPjcwPhsDd7BVFlELC3mTSLf+rNkgPm/mO+Lvr2ocT7Ot9Mjdy/9Rh2aP+Uwkymze6DlXpvRz6csLOYNc/F0QbzyLGDnQydri7/N+eWv/khpm9iLfBcJH+t80u+81gnuJ5Evo/xbwXef3gAz06cFVj254q0GwkbfyRBVn9/S89vkrZokXTYw4CIvztx2wSUAyUaW5ftmJzf89vn5Hea7f6sc9w1JfHfngmPT+yg4cKjgf6ANZgdbmbRvTeZCGKQQA9D7Eyqk3vLhHDmAHeUvR4flbFm4pPWxkfkgoh3eZoYhZdfPr3SIvlq2KrUCfALaU5U7474PJ2rjRaQNn9BxzeXJvBTDRUSDWbRgcK6QMJAGdqC1cfnzz5jN7N5ceMjO7z5EsTR5iN03S/256tas24SJMSWkBfQIoaKiY8e3f9xhOOhJRRGJaUZ0aHp8YGqNVarSKEDUqCUACyShZGmzmCnNtoaGi2lxnx8YTrPzoLUbYIzx1UubQe/tNTQuLhwvp9N22Ql8Cftfyf/63YCNHDk3VZrGRVAnE6HoJu/s7jmMdHs6ZMW/kbA2KcBE3sRkHERH2lB3/Pn8TZ7zRfAF3xiuwlePzDgGgigvDkvpMzxo1LLl3D126iBd7gSSxOQeRoLC2PAxCbNxgRzo3xYAASKiWxGldRz054q6u4QkCuY6RoQvbl/rNmkcGKrPV/5q/b8H+lduKD1qYJDEKJqblODtGIWP3iLSbe40fmzW4Z1S6qvHIBgrm7N9LNo/LZpeI11iNpfqqk7WF+YayEmNVlaW+wW4xS1abbOcESkFQC0qNqNKpwxNCdSnauM6RSQnhMUnaGBVTwB8yGb9joO+XqGkcGDfqGuGSPLemBbvuOQaJyE+VdwbInFXCWh1n53BxlMNoK9lv2yYDMYKLVimdZ5vvIldT4vlGHy/mERAvyf7Fq3ku2TyX2iX0L6F/qV1C/xL6l9ol9C+hf6ldQv8S+pfaJfQvoX+ptVH7f2zA/k/CuUabAAAAAElFTkSuQmCC"/><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y2c ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2d w5 h9"><div class="t m0 x9 h8 y2e ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xa y2d w6 h9"><div class="t m0 xb ha y2f ff7 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y30 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y31 ff8 fs3 fc0 sc0 ls0 ws0">Declaração de Práticas de Certificaçã<span class="_ _7"></span>o da Autoridade Certificadora<span class="_ _7"></span> Raiz da ICP-Brasil <span class="ff9">–</span> <span class="lsb">DO</span>C-ICP-<span class="ls9">01</span> <span class="lsc">v.</span>6<span class="lsa">.0<span class="_ _7"></span></span> <span class="_ _d"></span> <span class="_ _e"> </span> <span class="_ _e"> </span> <span class="_ _e"> </span><span class="ffa ls9">59</span> </div><div class="t m0 x4 h22 y72 ff7 fs0 fc0 sc0 ls0 ws0">9.13<span class="ff11"> <span class="_ _2a"> </span></span>Solução de conflitos </div><div class="t m0 x4 h8 y501 ff6 fs0 fc0 sc0 ls0 ws0">Os litígios decorrentes desta DPC serão solucionados de acordo com a legislação vigente. </div><div class="t m0 x4 h22 y5d5 ff7 fs0 fc0 sc0 ls0 ws0">9.14<span class="ff11"> <span class="_ _2a"> </span></span>Lei aplicável </div><div class="t m0 x4 h8 y1c1 ff6 fs0 fc0 sc0 ls0 ws0">Esta  DPC  é  regida <span class="_ _21"> </span>pela  legislação  da  República <span class="_ _21"> </span>Federativa  do  Brasil,  notadamente <span class="_ _21"> </span>a  Medida </div><div class="t m0 x4 h8 y1c2 ff6 fs0 fc0 sc0 ls0 ws0">Provisória <span class="_ _a"></span>nº <span class="_ _b"></span>2.200-2, <span class="_ _b"></span>de <span class="_ _b"></span>24.08.2001, <span class="_ _a"></span>e <span class="_ _b"></span>a <span class="_ _b"></span>legislação <span class="_ _a"></span>que <span class="_ _b"></span>a <span class="_ _b"></span>substituir <span class="_ _a"></span>ou <span class="_ _b"></span>alterar, <span class="_ _b"></span>bem <span class="_ _a"></span>como <span class="_ _b"></span>pelas </div><div class="t m0 x4 h8 y5d6 ff6 fs0 fc0 sc0 ls0 ws0">demais leis e normas em vigor no Brasil. </div><div class="t m0 x4 h22 y5d7 ff7 fs0 fc0 sc0 ls0 ws0">9.15<span class="ff11"> <span class="_ _2a"> </span></span>Conformidade com a Lei aplicável </div><div class="t m0 x4 h8 y5d8 ff6 fs0 fc0 sc0 ls0 ws0">A <span class="_ _c"></span>AC <span class="_ _6"></span>Raiz <span class="_ _6"></span>est<span class="_ _7"></span>á <span class="_ _6"></span>sujeita <span class="_ _c"></span>à <span class="_ _6"></span>legislação <span class="_ _6"></span>que <span class="_ _6"></span>lhe <span class="_ _6"></span>é <span class="_ _6"></span>aplicável, <span class="_ _6"></span>comprometendo-se <span class="_ _6"></span>a <span class="_ _6"></span>cumprir <span class="_ _6"></span>e <span class="_ _6"></span>a <span class="_ _6"></span>observar </div><div class="t m0 x4 h8 y5d9 ff6 fs0 fc0 sc0 ls0 ws0">as obrigações e direitos previstos em lei. </div><div class="t m0 x4 h22 y5da ff7 fs0 fc0 sc0 ls0 ws0">9.16<span class="ff11"> <span class="_ _2a"> </span></span>Disposições Diversas </div><div class="t m0 x4 h4 y5db ff6 fs0 fc0 sc0 ls0 ws0">9.16.1<span class="ff5"> <span class="_ _21"> </span></span>Acordo completo </div><div class="t m0 x4 h8 y5dc ff6 fs0 fc0 sc0 ls0 ws0">Esta <span class="_ _a"></span>DPC <span class="_ _b"></span>representa <span class="_ _b"></span>as <span class="_ _b"></span>obrigações <span class="_ _a"></span>e <span class="_ _b"></span>deveres <span class="_ _b"></span>aplicáveis <span class="_ _b"></span>à <span class="_ _b"></span>AC <span class="_ _a"></span>Raiz. <span class="_ _b"></span>Havendo <span class="_ _b"></span>conflito <span class="_ _b"></span>entre <span class="_ _a"></span>esta </div><div class="t m0 x4 h8 y5dd ff6 fs0 fc0 sc0 ls0 ws0">DPC e outras resoluções do CG ICP-Brasil, prevalecerá sempre a última editada. </div><div class="t m0 x4 h4 y5de ff6 fs0 fc0 sc0 ls0 ws0">9.16.2<span class="ff5"> <span class="_ _21"> </span></span>Cessão </div><div class="t m0 x4 h8 y5df ff6 fs0 fc0 sc0 ls0 ws0">Os direitos e obrigações previstos nesta DPC são de <span class="_ _7"></span>ordem pública e indisponíveis, não podendo ser </div><div class="t m0 x4 h8 y5e0 ff6 fs0 fc0 sc0 ls0 ws0">cedidos ou transferidos a terceiros. </div><div class="t m0 x4 h4 y5e1 ff6 fs0 fc0 sc0 ls0 ws0">9.16.3<span class="ff5"> <span class="_ _21"> </span></span>Independência de disposições </div><div class="t m0 x4 h8 y5e2 ff6 fs0 fc0 sc0 ls0 ws0">A <span class="_ _2"></span>invalidade, <span class="_ _b"></span>nuli<span class="_ _7"></span>dade <span class="_ _2"></span>ou <span class="_ _b"></span>ineficácia <span class="_ _2"> </span>de <span class="_ _2"></span>qualquer <span class="_ _2"></span>das <span class="_ _2"></span>disposições <span class="_ _b"></span>desta <span class="_ _2"> </span>DPC <span class="_ _2"></span>não <span class="_ _2"></span>prejudicará <span class="_ _b"></span>as </div><div class="t m0 x4 h8 y5e3 ff6 fs0 fc0 sc0 ls0 ws0">demais <span class="_ _6"></span>disposições, <span class="_ _6"></span>as <span class="_ _6"></span>quais <span class="_ _6"></span>permanecerão <span class="_ _6"></span>plenamente <span class="_ _6"></span>válidas <span class="_ _5"></span>e <span class="_ _c"></span>eficazes. <span class="_ _6"></span>Neste <span class="_ _5"></span>caso <span class="_ _c"></span>a <span class="_ _6"></span>disposição </div><div class="t m0 x4 h8 y5e4 ff6 fs0 fc0 sc0 ls0 ws0">inválida, <span class="_ _30"> </span>nula <span class="_ _30"> </span>ou <span class="_ _1d"> </span>ineficaz <span class="_ _1d"> </span>será <span class="_ _30"> </span>considerada <span class="_ _30"> </span>como <span class="_ _1d"> </span>não <span class="_ _30"> </span>escrita, <span class="_ _30"> </span>de <span class="_ _1d"> </span>forma <span class="_ _30"> </span>que <span class="_ _1d"> </span>esta <span class="_ _30"> </span>DPC <span class="_ _30"> </span>será </div><div class="t m0 x4 h8 y5e5 ff6 fs0 fc0 sc0 ls0 ws0">interpretada <span class="_ _6"></span>como <span class="_ _5"></span>se <span class="_ _6"></span>não <span class="_ _5"></span>contivesse <span class="_ _6"></span>tal <span class="_ _6"></span>disposição, <span class="_ _5"></span>e <span class="_ _6"></span>na <span class="_ _5"></span>medida <span class="_ _6"></span>do <span class="_ _6"></span>possível, <span class="_ _5"></span>mantendo <span class="_ _6"></span>a <span class="_ _5"></span>intenção </div><div class="t m0 x4 h8 y5e6 ff6 fs0 fc0 sc0 ls0 ws0">original das disposições remanescentes. </div><div class="t m0 x4 h4 y5e7 ff6 fs0 fc0 sc0 ls0 ws0">9.16.4<span class="ff5"> <span class="_ _21"> </span></span>Execução (honorários dos advogados e renúncia de direitos) </div><div class="t m0 x4 h8 y5e8 ff6 fs0 fc0 sc0 ls0 ws0">De acordo com a legislação vigente. </div><div class="t m0 x4 h22 y5e9 ff7 fs0 fc0 sc0 ls0 ws0">9.17<span class="ff11"> <span class="_ _2a"> </span></span>Outras provisões </div><div class="t m0 x4 h8 y5ea ff6 fs0 fc0 sc0 ls0 ws0">Não se aplica. </div><div class="t m0 x4 h8 y5eb ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h8 y5ec ff6 fs0 fc0 sc0 ls0 ws0"> <span class="_ _19"> </span> </div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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"/><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y2c ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2d w5 h9"><div class="t m0 x9 h8 y2e ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xa y2d w6 h9"><div class="t m0 xb ha y2f ff7 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y30 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y31 ff8 fs3 fc0 sc0 ls0 ws0">Declaração de Práticas de Certificaçã<span class="_ _7"></span>o da Autoridade Certificadora<span class="_ _7"></span> Raiz da ICP-Brasil <span class="ff9">–</span> <span class="lsb">DO</span>C-ICP-<span class="ls9">01</span> <span class="lsc">v.</span>6<span class="lsa">.0<span class="_ _7"></span></span> <span class="_ _d"></span> <span class="_ _e"> </span> <span class="_ _e"> </span> <span class="_ _e"> </span><span class="ffa ls9">60</span> </div><div class="t m0 x4 h21 y32 ff7 fs1 fc0 sc0 ls9 ws0">10<span class="ff11 ls0"> <span class="ff7">DOCUMENTOS REFERENCIADOS<span class="_ _7"></span> </span></span></div><div class="t m0 x4 h4 y5ee ff6 fs0 fc0 sc0 ls0 ws0">10.1<span class="ff5"> <span class="_ _3"> </span></span>Os <span class="_ _24"> </span>documentos  abai<span class="_ _7"></span>xo  <span class="ls1">são</span> <span class="_ _24"> </span>aprovados  por <span class="_ _24"> </span>Resoluções <span class="_ _4"> </span>do <span class="_ _4"> </span>Comit<span class="_ _7"></span>ê <span class="_ _24"> </span>Gestor  da <span class="_ _24"> </span>ICP-Brasil, </div><div class="t m0 x38 h8 y5ef ff6 fs0 fc0 sc0 ls0 ws0">podendo  ser <span class="_ _4"> </span>alter<span class="_ _7"></span>ado,  quando <span class="_ _4"> </span>necessário, <span class="_ _24"> </span>pelo  mesmo  tipo <span class="_ _24"> </span>de  dispositivo  legal. <span class="_ _24"> </span>O  sítio </div><div class="t m0 x38 h8 y5f0 ff6 fs0 fc1 sc0 ls0 ws0">http://www.iti.gov.br<span class="fc0"> <span class="_ _7"></span>publica <span class="_ _7"></span>a <span class="_ _7"></span>versão <span class="_ _7"></span>mais <span class="_ _7"></span>atualizada <span class="_ _7"></span>desses <span class="_ _7"></span>docume<span class="_ _7"></span>ntos e <span class="_ _c"></span>as <span class="_ _7"></span>resoluções <span class="_ _7"></span>que </span></div><div class="t m0 x38 h8 y5f1 ff6 fs0 fc0 sc0 ls0 ws0">o<span class="ls1">s </span>aprovaram. </div></div><div class="c x37 y5f2 wf h28"><div class="t m0 x26 h29 y5f3 ff7 fs0 fc0 sc0 ls2 ws0">RE<span class="ls6">F.<span class="ff6 ls0"> </span></span></div></div><div class="c x39 y5f2 w10 h28"><div class="t m0 x32 h29 y5f3 ff7 fs0 fc0 sc0 ls0 ws0">NOME DO DOCUMENTO <span class="ff6"> </span></div></div><div class="c x3a y5f2 w11 h28"><div class="t m0 x21 h29 y5f3 ff7 fs0 fc0 sc0 ls0 ws0">CÓDIGO<span class="ff6"> </span></div></div><div class="c x37 y5f4 wf h11"><div class="t m0 x27 h8 y112 ff6 fs0 fc0 sc0 ls0 ws0">[1] </div></div><div class="c x39 y5f4 w10 h11"><div class="t m0 x1 h8 y10a ff10 fs0 fc0 sc0 ls0 ws0">POLÍTICA<span class="_ _9"></span> DE SEGURANÇA<span class="_ _9"></span> DA<span class="_ _9"></span> I<span class="_ _7"></span>CP<span class="ff6">-</span>BRASIL<span class="ff6"> </span></div><div class="t m0 x1 h8 y106 ff6 fs0 fc0 sc0 ls0 ws0">Aprovado pela <span class="fc1">Resolução nº 02, de 25 de setembro de 2001</span> </div></div><div class="c x3a y5f4 w11 h11"><div class="t m0 x1c h8 y112 ff10 fs0 fc0 sc0 ls2 ws0">DOC<span class="ff6 ls0">-<span class="ff10">ICP</span>-<span class="ff10">02 </span> </span></div></div><div class="c x37 y5f5 wf h2a"><div class="t m0 x27 h8 y111 ff6 fs0 fc0 sc0 ls0 ws0">[2] </div></div><div class="c x39 y5f5 w10 h2a"><div class="t m0 x1 h14 y5f6 ff10 fs0 fc0 sc0 ls0 ws0">REQUISITOS<span class="_ _0"></span> <span class="_ _1e"> </span>MÍNIMOS <span class="_ _1e"> </span>P<span class="_ _8"></span>ARA<span class="_ _0"></span> <span class="_ _2c"> </span>AS <span class="_ _1e"> </span>DECLARAÇÕES <span class="_ _1e"> </span>DE<span class="_ _7"></span> </div><div class="t m0 x1 h14 y109 ff10 fs0 fc0 sc0 ls0 ws0">PRÁTICAS <span class="_ _35"> </span>DE <span class="_ _35"> </span>CER<span class="_ _9"></span>TIFICAÇÃO <span class="_ _35"> </span>DAS <span class="_ _12"> </span>AUTORIDADES </div><div class="t m0 x1 h8 y10a ff10 fs0 fc0 sc0 ls0 ws0">CER<span class="_ _9"></span>TIFICADORAS DA<span class="_ _9"></span> ICP<span class="ff6">-</span>BRASIL<span class="ff6"> </span></div><div class="t m0 x1 h8 y106 ff6 fs0 fc0 sc0 ls0 ws0">Aprovado pela <span class="fc1">Resolução nº 08, de 12 de dezembro de 2001</span> </div></div><div class="c x3a y5f5 w11 h2a"><div class="t m0 x1c h8 y111 ff10 fs0 fc0 sc0 ls2 ws0">DOC<span class="ff6 ls0">-<span class="ff10">ICP</span>-</span><span class="ls1c">05<span class="ff6 ls0"> </span></span></div></div><div class="c x37 y5f7 wf h13"><div class="t m0 x27 h8 y10b ff6 fs0 fc0 sc0 ls0 ws0">[3] </div></div><div class="c x39 y5f7 w10 h13"><div class="t m0 x1 h14 y109 ff10 fs0 fc0 sc0 ls0 ws0">REQUISITOS<span class="_ _0"></span> <span class="_ _10"> </span>MÍNIMOS <span class="_ _36"> </span>P<span class="_ _8"></span>ARA<span class="_ _9"></span> <span class="_ _34"> </span>AS <span class="_ _10"> </span>POLÍTICAS <span class="_ _36"> </span>DE </div><div class="t m0 x1 h8 y10a ff10 fs0 fc0 sc0 ls0 ws0">CER<span class="_ _9"></span>TIFICADO NA<span class="_ _9"></span> ICP<span class="ff6">-</span>BRASIL<span class="_ _0"></span> <span class="ff6"> </span></div><div class="t m0 x1 h8 y106 ff6 fs0 fc0 sc0 ls0 ws0">Aprovado pela <span class="fc1">Resolução nº 07, de 12 de dezembro de 2001</span> </div></div><div class="c x3a y5f7 w11 h13"><div class="t m0 x1c h8 y10b ff10 fs0 fc0 sc0 ls2 ws0">DOC<span class="ff6 ls0">-<span class="ff10">ICP</span>-</span><span class="ls1c">04<span class="ff6 ls0"> </span></span></div></div><div class="c x37 y5f8 wf h16"><div class="t m0 x27 h8 y5f9 ff6 fs0 fc0 sc0 ls0 ws0">[4] </div></div><div class="c x39 y5f8 w10 h16"><div class="t m0 x1 h14 y5fa ff10 fs0 fc0 sc0 ls0 ws0">DIRETRIZES <span class="_ _2b"> </span>DA<span class="_ _0"></span> <span class="_ _2b"> </span>POLÍTICA<span class="_ _9"></span> <span class="_ _2b"> </span>T<span class="_ _9"></span>ARIFÁRIA<span class="_ _9"></span> <span class="_ _2b"> </span>D<span class="_ _7"></span>A<span class="_ _9"></span> <span class="_ _2a"> </span>AUTORIDADE </div><div class="t m0 x1 h8 y5fb ff10 fs0 fc0 sc0 ls0 ws0">CER<span class="_ _9"></span>TIFICADORA<span class="_ _9"></span> RAIZ DA<span class="_ _9"></span> ICP<span class="ff6">-</span>BRASIL <span class="ff6"> </span></div><div class="t m0 x1 h8 y106 ff6 fs0 fc0 sc0 ls0 ws0">Aprovado pela<span class="fc1"> Resolução nº 10, de 14 de fevereiro de 2002</span> </div></div><div class="c x3a y5f8 w11 h16"><div class="t m0 x1c h8 y5f9 ff10 fs0 fc0 sc0 ls2 ws0">DOC<span class="ff6 ls0">-<span class="ff10">ICP</span>-</span><span class="ls1c">06<span class="ff6 ls0"> </span></span></div></div><div class="c x37 y5fc wf h13"><div class="t m0 x27 h8 y10b ff6 fs0 fc0 sc0 ls0 ws0">[5] </div></div><div class="c x39 y5fc w10 h13"><div class="t m0 x1 h14 y109 ff10 fs0 fc0 sc0 ls0 ws0">CRITÉRIOS <span class="_ _2"> </span>E <span class="_ _2"> </span>PROCEDIMENTOS <span class="_ _b"> </span>P<span class="_ _8"></span>ARA<span class="_ _0"></span> <span class="_ _2"> </span>FISCALIZAÇÃO <span class="_ _2"> </span>DAS </div><div class="t m0 x1 h8 y10a ff10 fs0 fc0 sc0 ls0 ws0">ENTIDADES INTEGRANTES DA<span class="_ _9"></span> ICP<span class="ff6">-</span>BRASIL<span class="ff6"> </span></div><div class="t m0 x1 h8 y106 ff6 fs0 fc0 sc0 ls0 ws0">Aprovado pela <span class="fc1">Resolução nº 25, de 24 de outubro de 2003</span> </div></div><div class="c x3a y5fc w11 h13"><div class="t m0 x1c h8 y10b ff10 fs0 fc0 sc0 ls2 ws0">DOC<span class="ff6 ls0">-<span class="ff10">ICP</span>-</span><span class="ls1c">09<span class="ff6 ls0"> </span></span></div></div><div class="c x37 y5fd wf h13"><div class="t m0 x27 h8 y10b ff6 fs0 fc0 sc0 ls0 ws0">[6]  </div></div><div class="c x39 y5fd w10 h13"><div class="t m0 x1 h14 y109 ff10 fs0 fc0 sc0 ls0 ws0">CRITÉRIOS <span class="_ _24"> </span>E <span class="_ _4"> </span>PROCEDIMENTOS <span class="_ _24"> </span>P<span class="_ _8"></span>ARA<span class="_ _9"></span> <span class="_ _24"> </span>CREDENCIAMENTO </div><div class="t m0 x1 h8 y10a ff10 fs0 fc0 sc0 ls0 ws0">DAS ENTIDADES INTEGRANTES DA<span class="_ _9"></span> ICP<span class="ff6">-</span>BRASIL<span class="ff6"> </span></div><div class="t m0 x1 h8 y106 ff6 fs0 fc0 sc0 ls0 ws0">Aprovado pela <span class="fc1">Resolução nº 06, de 22 de novembro de 2001</span> </div></div><div class="c x3a y5fd w11 h13"><div class="t m0 x1c h8 y10b ff10 fs0 fc0 sc0 ls2 ws0">DOC<span class="ff6 ls0">-<span class="ff10">ICP</span>-</span><span class="ls1c">03<span class="ff6 ls0"> </span></span></div></div><div class="c x37 y3c5 wf h2a"><div class="t m0 x27 h8 y111 ff6 fs0 fc0 sc0 ls0 ws0">[9] </div></div><div class="c x39 y3c5 w10 h2a"><div class="t m0 x1 h14 y5f6 ff10 fs0 fc0 sc0 ls0 ws0">CRITÉRIOS <span class="_ _20"> </span>E <span class="_ _20"> </span>PROCEDIMENTOS<span class="_ _0"></span> <span class="_ _20"> </span>P<span class="_ _8"></span>ARA<span class="_ _9"></span> <span class="_ _20"> </span>REALIZAÇÃO <span class="_ _20"> </span>DE </div><div class="t m0 x1 h8 y109 ff10 fs0 fc0 sc0 ls0 ws0">AUDITOR<span class="_ _0"></span>IAS <span class="_ _22"> </span>NAS <span class="_ _22"> </span>ENTIDADES <span class="_ _22"> </span>INTEG<span class="_ _0"></span>RANTES <span class="_ _22"> </span>DA<span class="_ _9"></span> <span class="_ _22"> </span>ICP<span class="ff6">-</span></div><div class="t m0 x1 h8 y10a ff10 fs0 fc0 sc0 ls0 ws0">BRASIL<span class="ff6"> </span></div><div class="t m0 x1 h8 y106 ff6 fs0 fc0 sc0 ls0 ws0">Aprovado pela <span class="fc1">Resolução nº 24, de 29 de agosto de 2003</span> </div></div><div class="c x3a y3c5 w11 h2a"><div class="t m0 x1c h8 y111 ff10 fs0 fc0 sc0 ls2 ws0">DOC<span class="ff6 ls0">-<span class="ff10">ICP</span>-</span><span class="ls1c">08<span class="ff6 ls0"> </span></span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y5fe ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y5ff ff6 fs0 fc0 sc0 ls0 ws0">10.2<span class="ff5"> <span class="_ _3"> </span></span>Os <span class="_ _2b"> </span>documentos <span class="_ _2a"> </span>abai<span class="_ _7"></span>xo <span class="_ _2a"> </span>são <span class="_ _2b"> </span>aprovados <span class="_ _2a"> </span>pela <span class="_ _2b"> </span>AC <span class="_ _2a"> </span>Raiz, <span class="_ _2b"> </span>podendo <span class="_ _2b"> </span>ser <span class="_ _2a"> </span>alterados, <span class="_ _2b"> </span>quando </div><div class="t m0 x38 h8 y600 ff6 fs0 fc0 sc0 ls0 ws0">necessário, mediante publicação de uma nova versão no sítio <span class="fc1">http://www.iti.gov.br</span>. </div></div><div class="c x37 y601 wf h28"><div class="t m0 x26 h29 y5f3 ff7 fs0 fc0 sc0 ls0 ws0">REF. </div></div><div class="c x39 y601 w10 h28"><div class="t m0 x32 h29 y5f3 ff7 fs0 fc0 sc0 ls0 ws0">NOME DO DOCUMENTO <span class="ff6"> </span></div></div><div class="c x3a y601 w11 h28"><div class="t m0 x21 h29 y5f3 ff7 fs0 fc0 sc0 ls0 ws0">CÓDIGO<span class="ff6"> </span></div></div><div class="c x37 y602 wf h2b"><div class="t m0 x27 h8 y603 ff6 fs0 fc0 sc0 ls0 ws0">[7] </div></div><div class="c x39 y602 w10 h2b"><div class="t m0 x1 h2c y105 ff12 fs0 fc0 sc0 ls0 ws0">FORMULÁRIO DE REV<span class="_ _d"></span>ALIDAÇÃO DOS DADOS <span class="_ _7"></span>CADASTRAIS </div><div class="t m0 x1 h2c y106 ff12 fs0 fc0 sc0 ls0 ws0">E SOLICIT<span class="_ _8"></span>AÇÃO DE NOVO CER<span class="_ _9"></span>TIFICADO<span class="fff"> </span></div></div><div class="c x3a y602 w11 h2b"><div class="t m0 x29 h2c y107 ff12 fs0 fc0 sc0 ls2 ws0">ADE<span class="fff ls0">-<span class="ff12">ICP<span class="_ _d"></span>.01<span class="_ _7"></span>.A<span class="fff"> </span></span></span></div></div><div class="c x37 y604 wf h2d"><div class="t m0 x27 h8 y603 ff6 fs0 fc0 sc0 ls0 ws0">[8] </div></div><div class="c x39 y604 w10 h2d"><div class="t m0 x1 h2c y105 ff12 fs0 fc0 sc0 ls0 ws0">FORMULÁRIO <span class="_ _1"> </span>DE <span class="_ _1a"> </span>SOLICIT<span class="_ _8"></span>AÇÃO <span class="_ _1"> </span>DE <span class="_ _1"> </span>REVOGAÇÃO <span class="_ _1a"> </span>DE </div><div class="t m0 x1 h2c y106 ff12 fs0 fc0 sc0 ls0 ws0">CER<span class="_ _9"></span>TIFICADO DE <span class="_ _9"></span>AC <span class="fff"> </span></div></div><div class="c x3a y604 w11 h2d"><div class="t m0 x29 h2c y107 ff12 fs0 fc0 sc0 ls2 ws0">ADE<span class="fff ls0">-<span class="ff12">ICP<span class="_ _d"></span>.01<span class="_ _7"></span>.B<span class="fff"> </span></span></span></div></div><a class="l" href="http://www.iti.gov.br/"><div class="d m1" style="border-style:none;position:absolute;left:83.250000px;bottom:652.150000px;width:106.170000px;height:13.800000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://repositorio.iti.gov.br/resolucoes/Resolucao2_revogada.htm"><div class="d m1" style="border-style:none;position:absolute;left:178.620000px;bottom:577.960000px;width:217.180000px;height:19.800000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://repositorio.iti.gov.br/resolucoes/Resolucao8_revogada.htm"><div class="d m1" style="border-style:none;position:absolute;left:178.620000px;bottom:510.260000px;width:220.500000px;height:19.800000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://repositorio.iti.gov.br/resolucoes/Resolucao7_revogada.htm"><div class="d m1" style="border-style:none;position:absolute;left:178.620000px;bottom:456.370000px;width:220.500000px;height:19.800000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://repositorio.iti.gov.br/resolucoes/Resolucao10_revogada.ht"><div class="d m1" style="border-style:none;position:absolute;left:175.620000px;bottom:402.470000px;width:219.490000px;height:19.800000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://repositorio.iti.gov.br/resolucoes/Resolucao25_revogada.htm"><div class="d m1" style="border-style:none;position:absolute;left:178.620000px;bottom:348.570000px;width:210.520000px;height:19.800000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://repositorio.iti.gov.br/resolucoes/Resolucao6_revogada.htm"><div class="d m1" 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<div id="pf3f" class="pf w0 h0" data-page-no="3f"><div class="pc pc3f w0 h0"><img class="bi x37 y605 w12 h2e" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y2c ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2d w5 h9"><div class="t m0 x9 h8 y2e ff6 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xa y2d w6 h9"><div class="t m0 xb ha y2f ff7 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y30 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y31 ff8 fs3 fc0 sc0 ls0 ws0">Declaração de Práticas de Certificaçã<span class="_ _7"></span>o da Autoridade Certificadora<span class="_ _7"></span> Raiz da ICP-Brasil <span class="ff9">–</span> <span class="lsb">DO</span>C-ICP-<span class="ls9">01</span> <span class="lsc">v.</span>6<span class="lsa">.0<span class="_ _7"></span></span> <span class="_ _d"></span> <span class="_ _e"> </span> <span class="_ _e"> </span> <span class="_ _e"> </span><span class="ffa ls9">61</span> </div><div class="t m0 x4 h8 y72 ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y501 ff6 fs0 fc0 sc0 ls0 ws0">10.3<span class="ff5"> <span class="_ _37"> </span></span>Os  documentos  referenciados <span class="_ _21"> </span>no  <span class="ff8">WebTrust  Principles  an<span class="_ _0"></span>d  Criteria<span class="ff6">  [10],  bem  c<span class="_ _0"></span>omo  os </span></span></div><div class="t m0 x4 h8 y3b3 ff8 fs0 fc0 sc0 ls0 ws0">Baseline <span class="_ _2"> </span>Requirements<span class="ff6"> <span class="_ _21"> </span><span class="ls1">e <span class="_ _2"></span></span></span>Extended <span class="_ _2"> </span>Validation<span class="ff6"> <span class="_ _21"> </span>SSL <span class="_ _b"></span>e <span class="_ _21"> </span></span>CodeSign <span class="_ _2"> </span>Guidelines<span class="ff6"> <span class="_ _21"> </span>[11], <span class="_ _2"></span>são <span class="_ _2"></span>publicados </span></div><div class="t m0 x4 h8 y24e ff6 fs0 fc0 sc0 ls0 ws0">respectivamente pelo CPA - <span class="ff8">Chartered Professional Accountants</span> Canadá e CA/<span class="ff8">Browser</span> <span class="ff8">Forum</span>.  </div></div><div class="c x37 y606 w13 h28"><div class="t m0 x29 h29 y5f3 ff7 fs0 fc0 sc0 ls0 ws0">REF. </div></div><div class="c x3b y606 w14 h28"><div class="t m0 x24 h29 y5f3 ff7 fs0 fc0 sc0 ls0 ws0">NOME DO DOCUMENTO <span class="ff6"> </span></div></div><div class="c x3c y606 w15 h28"><div class="t m0 x20 h29 y5f3 ff7 fs0 fc0 sc0 ls0 ws0">ENDEREÇO<span class="ff6"> </span></div></div><div class="c x37 y607 w13 h2f"><div class="t m0 x26 h8 y608 ff6 fs0 fc0 sc0 ls0 ws0">[10<span class="ls1a">] </span> </div></div><div class="c x3b y607 w14 h2f"><div class="t m0 x1 h8 y609 ff10 fs0 fc0 sc0 ls0 ws0">WEBTRUST PRINCIPLES<span class="_ _0"></span> <span class="_ _9"></span>AND CRITERIA<span class="ff6"> </span></div></div><div class="c x3c y607 w15 h2f"><div class="t m0 x1 h8 y12c ff10 fs0 fc1 sc0 ls0 ws0">https://www<span class="_ _9"></span>.cpacanada.ca/en/business<span class="ff6">-</span></div><div class="t m0 x1 h8 y12d ff10 fs0 fc1 sc0 ls0 ws0">and<span class="ff6">-</span>accounting<span class="ff6">-</span>resources/audit<span class="ff6">-</span>and<span class="ff6">-</span></div><div class="t m0 x1 h8 y105 ff10 fs0 fc1 sc0 ls0 ws0">assurance/overview<span class="ff6">-</span><span class="ls19">of</span><span class="ff6">-</span>webtrust<span class="ff6">-</span></div><div class="t m0 x1 h8 y106 ff10 fs0 fc1 sc0 ls0 ws0">services/principles<span class="ff6">-</span>and<span class="ff6">-</span>criteria<span class="ff6 fc0"> </span></div></div><div class="c x37 y60a w13 h30"><div class="t m0 x26 h8 y124 ff6 fs0 fc0 sc0 ls0 ws0">[11] </div></div><div class="c x3b y60a w14 h30"><div class="t m0 x1 h14 y12d ff10 fs0 fc0 sc0 ls0 ws0">BASELINE <span class="_ _1"> </span>REQUIREMENTS, <span class="_ _1"> </span>EXTENDED </div><div class="t m0 x1 h14 y105 ff10 fs0 fc0 sc0 ls0 ws0">V<span class="_ _d"></span>ALIDA<span class="_ _d"></span>TION <span class="_ _38"> </span>SSL<span class="_ _0"></span> <span class="_ _38"> </span>e <span class="_ _38"> </span>CODESIGN </div><div class="t m0 x1 h8 y106 ff10 fs0 fc0 sc0 ls0 ws0">GUIDELINES<span class="ff6"> </span></div></div><div class="c x3c y60a w15 h30"><div class="t m0 x1 h8 y105 ff10 fs0 fc1 sc0 ls0 ws0">https://cabforum.org<span class="ff6 fc0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x4 h8 y60b ff6 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h21 y60c ff7 fs1 fc0 sc0 ls9 ws0">11<span class="ff11 ls0"> <span class="ff7">REFERÊNCIAS BIBLIOGRÁFICAS<span class="_ _7"></span> </span></span></div><div class="t m0 x4 h8 y60d ff6 fs0 fc0 sc0 ls0 ws0">[12]  ASSOCIAÇÃO <span class="_ _21"> </span>BRASILEIRA <span class="_ _21"> </span>DE  NORMAS<span class="_ _0"></span>  TÉCNICAS. <span class="_ _21"> </span>11.515/NB <span class="_ _21"> </span>1334:  Critérios <span class="_ _21"> </span>de </div><div class="t m0 x4 h8 y60e ff6 fs0 fc0 sc0 ls0 ws0">segurança física relativos ao armazenamento de dados. 2007.  </div><div class="t m0 x4 h8 y60f ff6 fs0 fc0 sc0 ls0 ws0">[13] <span class="_ _2e"> </span>RFC <span class="_ _2b"> </span>3647, <span class="_ _2e"> </span>IETF <span class="_ _2e"> </span>- <span class="_ _2b"> </span><span class="ff8">Internet</span> <span class="_ _2e"> </span>X.509 <span class="_ _2e"> </span>P<span class="ff8">ublic <span class="_ _2e"> </span>Key <span class="_ _2b"> </span>Infrastructure <span class="_ _2e"> </span>Certificate <span class="_ _2b"> </span>Policy <span class="_ _2e"> </span>and </span></div><div class="t m0 x4 h8 y610 ff8 fs0 fc0 sc0 ls0 ws0">Certification Practices Framework<span class="ff6">, </span>november<span class="ff6"> 2003.  </span></div><div class="t m0 x4 h8 y611 ff6 fs0 fc0 sc0 ls0 ws0">[14] <span class="_ _c"></span>RFC <span class="_ _7"></span>4210, <span class="_ _c"></span>IETF <span class="_ _c"></span>- <span class="_ _c"></span><span class="ff8">Internet<span class="_ _7"></span></span> <span class="_ _7"></span>X.509 <span class="_ _c"></span><span class="ff8">Public <span class="_ _c"></span>Key <span class="_ _c"></span>Infrastructure <span class="_ _c"></span>Certificate <span class="_ _c"></span>Management <span class="_ _7"></span>Protocol </span></div><div class="t m0 x4 h8 y612 ff8 fs0 fc0 sc0 ls0 ws0">(CMP), september<span class="ff6"> 2005. </span></div><div class="t m0 x4 h8 y613 ff6 fs0 fc0 sc0 ls0 ws0">[15] <span class="_ _24"> </span>RFC <span class="_ _24"> </span>5280, <span class="_ _4"> </span>IETF <span class="_ _24"> </span>- <span class="_ _24"> </span><span class="ff8">Internet</span> <span class="_ _24"> </span>X.509 <span class="_ _24"> </span><span class="ff8">Public <span class="_ _24"> </span>Key <span class="_ _24"> </span>Infrastructure <span class="_ _24"> </span>Certificate <span class="_ _4"> </span>and <span class="_ _24"> </span>Certificate </span></div><div class="t m0 x4 h8 y614 ff8 fs0 fc0 sc0 ls0 ws0">Revocation List (CRL) Profile, may<span class="ff6"> 2008. </span></div><div class="t m0 x4 h8 y615 ff6 fs0 fc0 sc0 ls0 ws0">[16] <span class="_ _30"> </span>RFC <span class="_ _30"> </span>6712, <span class="_ _30"> </span>IETF <span class="_ _30"> </span>- <span class="_ _30"> </span><span class="ff8">Internet</span> <span class="_ _30"> </span>X.509 <span class="_ _30"> </span><span class="ff8">Public <span class="_ _30"> </span>Key <span class="_ _30"> </span>Infrastructure <span class="_ _30"> </span>-<span class="_ _7"></span> <span class="_ _30"> </span>HTTP <span class="_ _30"> </span>Transfer <span class="_ _30"> </span>for <span class="_ _30"> </span>the </span></div><div class="t m0 x4 h8 y616 ff8 fs0 fc0 sc0 ls0 ws0">Certificate Management Protocol (CMP), september<span class="ff6"> 2012. </span></div><div class="t m0 x4 hc y1d3 ff7 fs1 fc0 sc0 ls0 ws0"> </div></div><a class="l" href="https://www.cpacanada.ca/en/business-and-accounting-resources/audit-and-assurance/overview-of-webtrust-services/principles-and-criteria"><div class="d m1" style="border-style:none;position:absolute;left:338.350000px;bottom:623.130000px;width:202.050000px;height:13.800000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://www.cpacanada.ca/en/business-and-accounting-resources/audit-and-assurance/overview-of-webtrust-services/principles-and-criteria"><div class="d m1" style="border-style:none;position:absolute;left:338.350000px;bottom:609.330000px;width:202.050000px;height:13.800000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://www.cpacanada.ca/en/business-and-accounting-resources/audit-and-assurance/overview-of-webtrust-services/principles-and-criteria"><div class="d m1" 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