/*!
  SerializeJSON jQuery plugin.
  https://github.com/marioizquierdo/jquery.serializeJSON
  version 3.2.0 (Dec, 2020)

  Copyright (c) 2012-2021 Mario Izquierdo
  Dual licensed under the MIT (http://www.opensource.org/licenses/mit-license.php)
  and GPL (http://www.opensource.org/licenses/gpl-license.php) licenses.
*/
(function (factory) {
    /* global define, require, module */
    if (typeof define === "function" && define.amd) { // AMD. Register as an anonymous module.
        define(["jquery"], factory);
    } else if (typeof exports === "object") { // Node/CommonJS
        var jQuery = require("jquery");
        module.exports = factory(jQuery);
    } else { // Browser globals (zepto supported)
        factory(window.jQuery || window.Zepto || window.$); // Zepto supported on browsers as well
    }

}(function ($) {
    "use strict";

    var rCRLF = /\r?\n/g;
    var rsubmitterTypes = /^(?:submit|button|image|reset|file)$/i;
    var rsubmittable = /^(?:input|select|textarea|keygen)/i;
    var rcheckableType = /^(?:checkbox|radio)$/i;

    $.fn.serializeJSON = function (options) {
        var f = $.serializeJSON;
        var $form = this; // NOTE: the set of matched elements is most likely a form, but it could also be a group of inputs
        var opts = f.setupOpts(options); // validate options and apply defaults
        var typeFunctions = $.extend({}, opts.defaultTypes, opts.customTypes);

        // Make a list with {name, value, el} for each input element
        var serializedArray = f.serializeArray($form, opts);

        // Convert the serializedArray into a serializedObject with nested keys
        var serializedObject = {};
        $.each(serializedArray, function (_i, obj) {

            var nameSansType = obj.name;
            var type = $(obj.el).attr("data-value-type");

            if (!type && !opts.disableColonTypes) { // try getting the type from the input name
                var p = f.splitType(obj.name); // "foo:string" => ["foo", "string"]
                nameSansType = p[0];
                type = p[1];
            }
            if (type === "skip") {
                return; // ignore fields with type skip
            }
            if (!type) {
                type = opts.defaultType; // "string" by default
            }

            var typedValue = f.applyTypeFunc(obj.name, obj.value, type, obj.el, typeFunctions); // Parse type as string, number, etc.

            if (!typedValue && f.shouldSkipFalsy(obj.name, nameSansType, type, obj.el, opts)) {
                return; // ignore falsy inputs if specified in the options
            }

            var keys = f.splitInputNameIntoKeysArray(nameSansType);
            f.deepSet(serializedObject, keys, typedValue, opts);
        });
        return serializedObject;
    };

    // Use $.serializeJSON as namespace for the auxiliar functions
    // and to define defaults
    $.serializeJSON = {
        defaultOptions: {}, // reassign to override option defaults for all serializeJSON calls

        defaultBaseOptions: { // do not modify, use defaultOptions instead
            checkboxUncheckedValue: undefined, // to include that value for unchecked checkboxes (instead of ignoring them)
            useIntKeysAsArrayIndex: false, // name="foo[2]" value="v" => {foo: [null, null, "v"]}, instead of {foo: ["2": "v"]}

            skipFalsyValuesForTypes: [], // skip serialization of falsy values for listed value types
            skipFalsyValuesForFields: [], // skip serialization of falsy values for listed field names

            disableColonTypes: false, // do not interpret ":type" suffix as a type
            customTypes: {}, // extends defaultTypes
            defaultTypes: {
                "string":  function(str) { return String(str); },
                "number":  function(str) { return Number(str); },
                "boolean": function(str) { var falses = ["false", "null", "undefined", "", "0"]; return falses.indexOf(str) === -1; },
                "null":    function(str) { var falses = ["false", "null", "undefined", "", "0"]; return falses.indexOf(str) === -1 ? str : null; },
                "array":   function(str) { return JSON.parse(str); },
                "object":  function(str) { return JSON.parse(str); },
                "skip":    null // skip is a special type used to ignore fields
            },
            defaultType: "string",
        },

        // Validate and set defaults
        setupOpts: function(options) {
            if (options == null) options = {};
            var f = $.serializeJSON;

            // Validate
            var validOpts = [
                "checkboxUncheckedValue",
                "useIntKeysAsArrayIndex",

                "skipFalsyValuesForTypes",
                "skipFalsyValuesForFields",

                "disableColonTypes",
                "customTypes",
                "defaultTypes",
                "defaultType"
            ];
            for (var opt in options) {
                if (validOpts.indexOf(opt) === -1) {
                    throw new  Error("serializeJSON ERROR: invalid option '" + opt + "'. Please use one of " + validOpts.join(", "));
                }
            }

            // Helper to get options or defaults
            return $.extend({}, f.defaultBaseOptions, f.defaultOptions, options);
        },

        // Just like jQuery's serializeArray method, returns an array of objects with name and value.
        // but also includes the dom element (el) and is handles unchecked checkboxes if the option or data attribute are provided.
        serializeArray: function($form, opts) {
            if (opts == null) { opts = {}; }
            var f = $.serializeJSON;

            return $form.map(function() {
                var elements = $.prop(this, "elements"); // handle propHook "elements" to filter or add form elements
                return elements ? $.makeArray(elements) : this;

            }).filter(function() {
                var $el = $(this);
                var type = this.type;

                // Filter with the standard W3C rules for successful controls: http://www.w3.org/TR/html401/interact/forms.html#h-17.13.2
                return this.name && // must contain a name attribute
                    !$el.is(":disabled") && // must not be disable (use .is(":disabled") so that fieldset[disabled] works)
                    rsubmittable.test(this.nodeName) && !rsubmitterTypes.test(type) && // only serialize submittable fields (and not buttons)
                    (this.checked || !rcheckableType.test(type) || f.getCheckboxUncheckedValue($el, opts) != null); // skip unchecked checkboxes (unless using opts)

            }).map(function(_i, el) {
                var $el = $(this);
                var val = $el.val();
                var type = this.type; // "input", "select", "textarea", "checkbox", etc.

                if (val == null) {
                    return null;
                }

                if (rcheckableType.test(type) && !this.checked) {
                    val = f.getCheckboxUncheckedValue($el, opts);
                }

                if (isArray(val)) {
                    return $.map(val, function(val) {
                        return { name: el.name, value: val.replace(rCRLF, "\r\n"), el: el };
                    } );
                }

                return { name: el.name, value: val.replace(rCRLF, "\r\n"), el: el };

            }).get();
        },

        getCheckboxUncheckedValue: function($el, opts) {
            var val = $el.attr("data-unchecked-value");
            if (val == null) {
                val = opts.checkboxUncheckedValue;
            }
            return val;
        },

        // Parse value with type function
        applyTypeFunc: function(name, valStr, type, el, typeFunctions) {
            var typeFunc = typeFunctions[type];
            if (!typeFunc) { // quick feedback to user if there is a typo or missconfiguration
                throw new Error("serializeJSON ERROR: Invalid type " + type + " found in input name '" + name + "', please use one of " + objectKeys(typeFunctions).join(", "));
            }
            return typeFunc(valStr, el);
        },

        // Splits a field name into the name and the type. Examples:
        //   "foo"           =>  ["foo", ""]
        //   "foo:boolean"   =>  ["foo", "boolean"]
        //   "foo[bar]:null" =>  ["foo[bar]", "null"]
        splitType : function(name) {
            var parts = name.split(":");
            if (parts.length > 1) {
                var t = parts.pop();
                return [parts.join(":"), t];
            } else {
                return [name, ""];
            }
        },

        // Check if this input should be skipped when it has a falsy value,
        // depending on the options to skip values by name or type, and the data-skip-falsy attribute.
        shouldSkipFalsy: function(name, nameSansType, type, el, opts) {
            var skipFromDataAttr = $(el).attr("data-skip-falsy");
            if (skipFromDataAttr != null) {
                return skipFromDataAttr !== "false"; // any value is true, except the string "false"
            }

            var optForFields = opts.skipFalsyValuesForFields;
            if (optForFields && (optForFields.indexOf(nameSansType) !== -1 || optForFields.indexOf(name) !== -1)) {
                return true;
            }

            var optForTypes = opts.skipFalsyValuesForTypes;
            if (optForTypes && optForTypes.indexOf(type) !== -1) {
                return true;
            }

            return false;
        },

        // Split the input name in programatically readable keys.
        // Examples:
        // "foo"              => ["foo"]
        // "[foo]"            => ["foo"]
        // "foo[inn][bar]"    => ["foo", "inn", "bar"]
        // "foo[inn[bar]]"    => ["foo", "inn", "bar"]
        // "foo[inn][arr][0]" => ["foo", "inn", "arr", "0"]
        // "arr[][val]"       => ["arr", "", "val"]
        splitInputNameIntoKeysArray: function(nameWithNoType) {
            var keys = nameWithNoType.split("["); // split string into array
            keys = $.map(keys, function (key) { return key.replace(/\]/g, ""); }); // remove closing brackets
            if (keys[0] === "") { keys.shift(); } // ensure no opening bracket ("[foo][inn]" should be same as "foo[inn]")
            return keys;
        },

        // Set a value in an object or array, using multiple keys to set in a nested object or array.
        // This is the main function of the script, that allows serializeJSON to use nested keys.
        // Examples:
        //
        // deepSet(obj, ["foo"], v)               // obj["foo"] = v
        // deepSet(obj, ["foo", "inn"], v)        // obj["foo"]["inn"] = v // Create the inner obj["foo"] object, if needed
        // deepSet(obj, ["foo", "inn", "123"], v) // obj["foo"]["arr"]["123"] = v //
        //
        // deepSet(obj, ["0"], v)                                   // obj["0"] = v
        // deepSet(arr, ["0"], v, {useIntKeysAsArrayIndex: true})   // arr[0] = v
        // deepSet(arr, [""], v)                                    // arr.push(v)
        // deepSet(obj, ["arr", ""], v)                             // obj["arr"].push(v)
        //
        // arr = [];
        // deepSet(arr, ["", v]          // arr => [v]
        // deepSet(arr, ["", "foo"], v)  // arr => [v, {foo: v}]
        // deepSet(arr, ["", "bar"], v)  // arr => [v, {foo: v, bar: v}]
        // deepSet(arr, ["", "bar"], v)  // arr => [v, {foo: v, bar: v}, {bar: v}]
        //
        deepSet: function (o, keys, value, opts) {
            if (opts == null) { opts = {}; }
            var f = $.serializeJSON;
            if (isUndefined(o)) { throw new Error("ArgumentError: param 'o' expected to be an object or array, found undefined"); }
            if (!keys || keys.length === 0) { throw new Error("ArgumentError: param 'keys' expected to be an array with least one element"); }

            var key = keys[0];

            // Only one key, then it's not a deepSet, just assign the value in the object or add it to the array.
            if (keys.length === 1) {
                if (key === "") { // push values into an array (o must be an array)
                    o.push(value);
                } else {
                    o[key] = value; // keys can be object keys (strings) or array indexes (numbers)
                }
                return;
            }

            var nextKey = keys[1]; // nested key
            var tailKeys = keys.slice(1); // list of all other nested keys (nextKey is first)

            if (key === "") { // push nested objects into an array (o must be an array)
                var lastIdx = o.length - 1;
                var lastVal = o[lastIdx];

                // if the last value is an object or array, and the new key is not set yet
                if (isObject(lastVal) && isUndefined(f.deepGet(lastVal, tailKeys))) {
                    key = lastIdx; // then set the new value as a new attribute of the same object
                } else {
                    key = lastIdx + 1; // otherwise, add a new element in the array
                }
            }

            if (nextKey === "") { // "" is used to push values into the nested array "array[]"
                if (isUndefined(o[key]) || !isArray(o[key])) {
                    o[key] = []; // define (or override) as array to push values
                }
            } else {
                if (opts.useIntKeysAsArrayIndex && isValidArrayIndex(nextKey)) { // if 1, 2, 3 ... then use an array, where nextKey is the index
                    if (isUndefined(o[key]) || !isArray(o[key])) {
                        o[key] = []; // define (or override) as array, to insert values using int keys as array indexes
                    }
                } else { // nextKey is going to be the nested object's attribute
                    if (isUndefined(o[key]) || !isObject(o[key])) {
                        o[key] = {}; // define (or override) as object, to set nested properties
                    }
                }
            }

            // Recursively set the inner object
            f.deepSet(o[key], tailKeys, value, opts);
        },

        deepGet: function (o, keys) {
            var f = $.serializeJSON;
            if (isUndefined(o) || isUndefined(keys) || keys.length === 0 || (!isObject(o) && !isArray(o))) {
                return o;
            }
            var key = keys[0];
            if (key === "") { // "" means next array index (used by deepSet)
                return undefined;
            }
            if (keys.length === 1) {
                return o[key];
            }
            var tailKeys = keys.slice(1);
            return f.deepGet(o[key], tailKeys);
        }
    };

    // polyfill Object.keys to get option keys in IE<9
    var objectKeys = function(obj) {
        if (Object.keys) {
            return Object.keys(obj);
        } else {
            var key, keys = [];
            for (key in obj) { keys.push(key); }
            return keys;
        }
    };

    var isObject =          function(obj) { return obj === Object(obj); }; // true for Objects and Arrays
    var isUndefined =       function(obj) { return obj === void 0; }; // safe check for undefined values
    var isValidArrayIndex = function(val) { return /^[0-9]+$/.test(String(val)); }; // 1,2,3,4 ... are valid array indexes
    var isArray =           Array.isArray || function(obj) { return Object.prototype.toString.call(obj) === "[object Array]"; };
}));
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<article id="post-878" class="post-878 post type-post status-publish format-standard hentry category-foreks-brokery">
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		<h1 class="entry-title">Поиск инвестора на Форекс: советы для новичков  Как построить свой бизнес и пассивный доход</h1>
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<span class="posted-on"><i class="fa fa-calendar" aria-hidden="true"></i> <a href="https://anhvuminer.com.vn/poisk-investora-na-foreks-sovety-dlja-novichkov.html" rel="bookmark"><time class="entry-date published" datetime="2023-01-27T14:22:09+00:00">27 Tháng 1, 2023</time><time class="updated" datetime="2025-01-03T03:03:53+00:00">3 Tháng 1, 2025</time></a> - </span> 
<span class="byline"><i class="fa fa-user" aria-hidden="true"></i> <span class="meta-author vcard"><a class="url fn n" href="https://anhvuminer.com.vn/author/admin-2">admin</a></span> - </span> 
<span class="tp-post-view"><i class="fa fa-eye" aria-hidden="true"></i> 21 lượt xem </span> 
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		<div class="entry-content single-page"> 
  
	<p><img decoding="async" 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" width="603px" alt="поиск инвестора форекс"/></p>
<p><p>Инвестирование в ПАММ счета, предоставляют многие брокерские компании и даже брокеры банки. Еще несколько лет назад опытному трейдеру было сложно начать управлять деньгами кого-то другого. Сегодня поиск инвестора форекс — вопрос, который решается быстро и относительно <a href="https://broker-obzor.com/">https://broker-obzor.com/</a> легко. Все, что  вам нужно сделать, это иметь счет у брокера, который технологически позволяет копировать ваши сделки и, конечно же, успешную историю торгов в качестве ориентира для инвесторов. Вам, как трейдеру-управляющему, не нужно бояться выхода в свет и придания публичности счету. Инвесторы любят уверенных и здравомыслящих людей, умеющих нести ответственность за свои действия.</p>
</p>
<ol>
<li>Мне не раз писали в комментариях что для некоторых 20 тысяч рублей это огромная сумма, но другого пути нет.</li>
<li>В этой статье обсудим, поиск инвестора в форекс — зачем это трейдеру, как и и где найти желающих вложиться, плюсы и минусы торговли с использованием привлеченных средств.</li>
<li>Актуальные данные в реальном времени, инструменты создания визуализации, возможности совместной работы.</li>
<li>Виной тому — неосознанность привлекаемых людей, обещая им гарантированный профит и показывая текущую статистику торговли.</li>
<li>Позитивом такой группы инвесторов считается возможность привлечь капитал на самых лояльных условиях, но!</li>
</ol>
<p><div id="ez-toc-container" class="ez-toc-v2_0_47_1 counter-hierarchy ez-toc-counter ez-toc-grey ez-toc-container-direction">
<div class="ez-toc-title-container">
<p class="ez-toc-title">Mục lục</p>
<span class="ez-toc-title-toggle"><a href="#" class="ez-toc-pull-right ez-toc-btn ez-toc-btn-xs ez-toc-btn-default ez-toc-toggle" aria-label="ez-toc-toggle-icon-1"><label for="item-67d589339817e" aria-label="Table of Content"><span style="display: flex;align-items: center;width: 35px;height: 30px;justify-content: center;direction:ltr;"><svg style="fill: #999;color:#999" xmlns="http://www.w3.org/2000/svg" class="list-377408" width="20px" height="20px" viewBox="0 0 24 24" fill="none"><path d="M6 6H4v2h2V6zm14 0H8v2h12V6zM4 11h2v2H4v-2zm16 0H8v2h12v-2zM4 16h2v2H4v-2zm16 0H8v2h12v-2z" fill="currentColor"></path></svg><svg style="fill: #999;color:#999" class="arrow-unsorted-368013" xmlns="http://www.w3.org/2000/svg" width="10px" height="10px" viewBox="0 0 24 24" version="1.2" baseProfile="tiny"><path d="M18.2 9.3l-6.2-6.3-6.2 6.3c-.2.2-.3.4-.3.7s.1.5.3.7c.2.2.4.3.7.3h11c.3 0 .5-.1.7-.3.2-.2.3-.5.3-.7s-.1-.5-.3-.7zM5.8 14.7l6.2 6.3 6.2-6.3c.2-.2.3-.5.3-.7s-.1-.5-.3-.7c-.2-.2-.4-.3-.7-.3h-11c-.3 0-.5.1-.7.3-.2.2-.3.5-.3.7s.1.5.3.7z"/></svg></span></label><input  type="checkbox" id="item-67d589339817e"></a></span></div>
<nav><ul class='ez-toc-list ez-toc-list-level-1 ' ><li class='ez-toc-page-1 ez-toc-heading-level-2'><a class="ez-toc-link ez-toc-heading-1" href="#%D0%9F%D0%B0%D1%81%D1%81%D0%B8%D0%B2%D0%BD%D1%8B%D0%B5_%D0%B8%D0%BD%D0%B2%D0%B5%D1%81%D1%82%D0%B8%D1%86%D0%B8%D0%B8" title="Пассивные инвестиции">Пассивные инвестиции</a></li><li class='ez-toc-page-1 ez-toc-heading-level-2'><a class="ez-toc-link ez-toc-heading-2" href="#%D0%9D%D0%B0_%D1%87%D1%82%D0%BE_%D0%BE%D0%B1%D1%80%D0%B0%D1%82%D0%B8%D1%82%D1%8C_%D0%B2%D0%BD%D0%B8%D0%BC%D0%B0%D0%BD%D0%B8%D0%B5_%D0%B8%D0%BD%D0%B2%D0%B5%D1%81%D1%82%D0%BE%D1%80%D1%83" title="На что обратить внимание инвестору">На что обратить внимание инвестору</a></li><li class='ez-toc-page-1 ez-toc-heading-level-2'><a class="ez-toc-link ez-toc-heading-3" href="#%D0%9B%D1%83%D1%87%D1%88%D0%B8%D0%B5_%D0%B8%D0%BD%D0%B2%D0%B5%D1%81%D1%82%D0%B8%D1%86%D0%B8%D0%BE%D0%BD%D0%BD%D1%8B%D0%B5_%D1%81%D1%82%D1%80%D0%B0%D1%82%D0%B5%D0%B3%D0%B8%D0%B8_Forex" title="Лучшие инвестиционные стратегии Forex">Лучшие инвестиционные стратегии Forex</a></li></ul></nav></div>
<h2><span class="ez-toc-section" id="%D0%9F%D0%B0%D1%81%D1%81%D0%B8%D0%B2%D0%BD%D1%8B%D0%B5_%D0%B8%D0%BD%D0%B2%D0%B5%D1%81%D1%82%D0%B8%D1%86%D0%B8%D0%B8"></span>Пассивные инвестиции<span class="ez-toc-section-end"></span></h2>
</p>
<p><p>Управляющему трейдеру реально найти инвесторов, готовых вкладывать в него инвестиции. Начав со средств семьи и знакомых, можно перейти на ПАММ-площадки, где потенциально намного больше возможностей для привлечения инвестиций. Набравшись опыта и заработав себе имя, управляющий трейдер может привлекать инвестиции извне, продвигая себя через интернет и при живом общении.</p>
</p>
<p><h2><span class="ez-toc-section" id="%D0%9D%D0%B0_%D1%87%D1%82%D0%BE_%D0%BE%D0%B1%D1%80%D0%B0%D1%82%D0%B8%D1%82%D1%8C_%D0%B2%D0%BD%D0%B8%D0%BC%D0%B0%D0%BD%D0%B8%D0%B5_%D0%B8%D0%BD%D0%B2%D0%B5%D1%81%D1%82%D0%BE%D1%80%D1%83"></span>На что обратить внимание инвестору<span class="ez-toc-section-end"></span></h2>
</p>
<p><p>Итак, первое что вам необходимо сделать это…научиться торговать. Не важно на какой сумме, но необходимо показать хороший результат хотя бы за год. Даже если вы начнете с суммы в т.р, но при этом покажете плавную доходность со строгим соблюдением мани менеджмента, уже можно попытаться найти инвестора.</p>
</p>
<p><h2><span class="ez-toc-section" id="%D0%9B%D1%83%D1%87%D1%88%D0%B8%D0%B5_%D0%B8%D0%BD%D0%B2%D0%B5%D1%81%D1%82%D0%B8%D1%86%D0%B8%D0%BE%D0%BD%D0%BD%D1%8B%D0%B5_%D1%81%D1%82%D1%80%D0%B0%D1%82%D0%B5%D0%B3%D0%B8%D0%B8_Forex"></span>Лучшие инвестиционные стратегии Forex<span class="ez-toc-section-end"></span></h2>
</p>
<p><p>Так как если будет лимит по потерям то вряд-ли кто-то будет пытаться заработать нечестным путем, типа перелива средств. Прежде чем отдавать счет незнакомым трейдерам застрахуйтесь таким образом. Или как минимум тщательно проверьте кому отдаете средства. Но опять же, по моему опыту, те кто отдают деньги в ду не всегда понимают что такое трейдинг и не следуют обычным мерам безопасности. Ну и конечно, если вы хотите в дальнейшем хорошо зарабатывать нужно работать честно. Только так можно привлечь еще больший капитал, а затем, возможно, запустить свой ресурс на котором предложите услуги ду.</p>
</p>
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width="609px" alt="поиск инвестора форекс"/></p>
<p><p>В случае если сумма инвестиций небольшая (в пределах до долларов США), можно обойтись и без бумажного оформления сотрудничества. Среди всех выше приведённых факторов, наиболее важным является собственный реальный торговый счет и его капитал на нем, а также уровень риска при торговле. Существуют различные акции, бонусные программы и конкурсы, в которых трейдерам предоставляется в управление демонстративный, или даже реальный счет. Один из примеров таких сервисов является Propunion, который предоставляет начинающим трейдерам в управление 1000$. Управляющий трейдер открывает ПАММ-счет в брокерской компании, описывает особенности своей торговой системы в описании, вносит определенную сумму собственных средств, и начинает торговлю. Особое внимание инвесторы обращают на описание ПАММ-счета, как на основной источник информации при выборе трейдера для инвестирования.</p>
</p>
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" width="607px" alt="поиск инвестора форекс"/></p>
<p><p>Платформа полезна для анализа рынка, мониторинга протоколов и изучения тенденций блокчейна. Стратегия торговли по фундаментальному анализу предполагает открытие сделок в момент выхода новостей, способных оказать существенное влияние на котировки актива. Инструменты фундаментальных стратегий – экономический календарь, настроения рынка, календарь финансовой отчетности, скринеры и т.д. Главное торговать в плюс и в этом случае даже с несильно большой суммы тысяч в т.р через годик другой вы выйдите на более менее адекватный доход. Мне не раз писали в комментариях что для некоторых 20 тысяч рублей это огромная сумма, но другого пути нет.</p>
</p>
<p><p>1) Если заходить в позицию даже с коротким стопом в 0.2 — 0.3 %. То с учетом риска на сделку в 0.6% от депозита (я беру именно такой риск) будет использовано второе плечо. Выше 0.6 процентов от депозита я уже считаю большой риск. Так что больше 3 плеча мы никак использовать не сможем.</p>
</p>
<ol>
<li>Ныне функционал расширен и портал входит в число топовых финансово-аналитических сервисов мира.</li>
<li>Отдельно формулируется схема поведения в ситуациях, когда профита нет или критические убытки.</li>
<li>Такой подход будет весьма рискованным, ведь при любой минусовой сделке вы рискуете испортить отношения с этими людьми.</li>
<li>Кроме того, что можно еще и приз получить, звание победителя конкурса и хорошие отзывы существенно добавляет позитива вашему портфолио.</li>
<li>Вот только здесь, скорее, получается не «Ищу инвестора», «Инвестор ищет».</li>
</ol>
<p><p>Еще раз отмечу, что самое главное это соблюдение рисков и правил торговой системы. Я не люблю интуитивный трейдинг и прежде всего смотрю как соблюдаются риски и торговая система. Если трейдер ошибается, это не так страшно, над ошибками можно поработать. Но если он нарушает хоть какие-то правила, то я никогда не отдам такому трейдеру деньги в ду. Ну или по крайне мере если обнаружу то прекращу сотрудничество. Процент и механизм получения вознаграждения − обязательное условие договора.</p>
</p>
<p><p>Позитивом такой группы инвесторов считается возможность привлечь капитал на самых лояльных условиях, но! Если вы не из семьи миллиардеров, то такие инвестиции будут тяжелы психологически. В случае убытков на рынке Форекс вы рискуете потерять доверие и поддержку близких людей, а не <a href="https://option-fx.broker-obzor.com/">option fx отзывы</a> только деньги, или даже привести свою семью к финансовому краху.</p>
</p>
<p><p>Иногда пытаются включить это в договор ДУ, а некоторые «частники» вообще предлагают не инвестирование, а деньги (чаще всего, наличные) под частную или нотариальную расписку. Даже если вы очень уверены в себе, нельзя соглашаться на подобное, даже в каком-либо завуалированном виде. Можно попытаться еще раз объяснить инвестору особенности трейдинга, но если он будет настаивать на возмещении убытков, то какие бы деньги не предлагали, связываться с ними не стоит. Иначе можно попасть в опасную и не всегда законную долговую кабалу.</p>
</p>
<p><p>Существует масса вариантов привлечения дополнительного капитала, и о самых распространенных из них мы поговорим дальше. Финансовый обозреватель, инвестор, трейдер, с опытом торговли более 13 лет. Однозначных решений в поиске инвесторов не существует, но есть варианты, задействовав которые, вы увеличите шансы в их привлечении. Стоимость платформы также играет значительную роль, особенно для начинающих пользователей, которые могут предпочесть бесплатные или бюджетные решения. Подробнее  о внутридневной торговле читайте в обзоре «Дейтрейдинг для начинающих».</p></p>

	
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