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	<title>definition &#8211; FITENIUM</title>
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	<link>https://fitenium.com/en/</link>
	<description>GenAI Workout &#38; Injury Alerts</description>
	<lastBuildDate>Thu, 27 Jul 2023 10:47:27 +0000</lastBuildDate>
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	<url>https://fitenium.com/wp-content/uploads/2018/05/fitenium-favicon.png</url>
	<title>definition &#8211; FITENIUM</title>
	<link>https://fitenium.com/en/</link>
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	<item>
		<title>How to do the definition stage in the gym and diet</title>
		<link>https://fitenium.com/en/how-to-do-the-definition-stage-in-the-gym-and-diet/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=how-to-do-the-definition-stage-in-the-gym-and-diet</link>
		
		<dc:creator><![CDATA[Pedro Lopez]]></dc:creator>
		<pubDate>Thu, 27 Jul 2023 10:47:27 +0000</pubDate>
				<category><![CDATA[body recomposition]]></category>
		<category><![CDATA[Training]]></category>
		<category><![CDATA[definition]]></category>
		<category><![CDATA[dream]]></category>
		<category><![CDATA[muscular]]></category>
		<category><![CDATA[rest]]></category>
		<category><![CDATA[training]]></category>
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					<description><![CDATA[If you don&#8217;t already know Fitenium is a free, mobile, video-based social network for athletes who train strength or bodyweight exercises. At Fitenium users can follow their performance, compete and get discounts in nutrition and sports equipment stores. Download it...]]></description>
										<content:encoded><![CDATA[<p><em>If you don&#8217;t already know Fitenium is a free, mobile, video-based social network for athletes who train strength or bodyweight exercises. At Fitenium users can follow their performance, compete and get discounts in nutrition and sports equipment stores. <a href="https://play.google.com/store/apps/details?id=com.fiteniummobile">Download it here.</a></em></p>
<p>&nbsp;</p>
<p>The definition phase is the moment in which the results of the volume phase are revealed, so it is important to know how to correctly plan this process.</p>
<p>&nbsp;</p>
<p>Diet, training and rest are especially important at this point, because poor planning can stop your progress in one go.</p>
<p>&nbsp;</p>
<h3>Diet in the definition phase: this is what you should do</h3>
<p>&nbsp;</p>
<p>Although the rest of the factors that we have discussed are important, diet is probably the most decisive factor, since achieving results with training without a good diet is very difficult.</p>
<p>&nbsp;</p>
<p>For example, eating 700 calories is relatively easy. In fact, this can be done in as little as 10 minutes. However, burning the same amount of calories in exercise is much more complicated and takes longer.</p>
<p>&nbsp;</p>
<p>In the definition phase, the caloric volume of the diet decreases compared to the volume phase.</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p><span class=""><img class="aligncenter" src="https://fitenium.com/wp-content/uploads/2020/09/LjI2ZwN72a0.jpg"> </span></p>
<p style="text-align: center;">Published on Unplash by LOGAN WEAVER</p>
<p>&nbsp;</p>
<p>This means that the foods that we should prioritize are the low-calorie foods within the foods we consume.</p>
<p>&nbsp;</p>
<p>As you can imagine, these foods are fruits and vegetables, not refined flours or sugars.</p>
<p>&nbsp;</p>
<p>Strategies such as eating large amounts of fiber and protein at the same meal (for example, lettuce fiber and tuna protein in the same salad) can also help you feel fuller to achieve a negative caloric balance.</p>
<p>&nbsp;</p>
<p>One of the best ways to promote muscle mass retention in this cutting stage is through a high protein intake. As a reference, you can take into account being above 1.8 grams per kilogram of body weight.</p>
<p>&nbsp;</p>
<h3>Physical activity: the most important ally</h3>
<p>&nbsp;</p>
<p>Another very effective stimulus to maintain muscle mass during a caloric deficit is physical activity, especially strength training.</p>
<p>&nbsp;</p>
<p>It&#8217;s true that strength training consumes fewer calories per unit of time than cardio training, but in the long run, prioritizing strength training provides a better body composition advantage.</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p><span class=""><img class="aligncenter" src="https://fitenium.com/wp-content/uploads/2020/09/UatufxA456E.jpg"> </span></p>
<p style="text-align: center;">Published on Unplash by Andrew “Donovan” Valdivia</p>
<p>&nbsp;</p>
<p>Does this mean I have to strength train without cardio? . You can combine cardio and strength for best results, but you should never allow aerobic exercise to be an excuse to avoid strength training.</p>
<p>&nbsp;</p>
<p>Cardio has many benefits for our physical condition and health, including the improvement of the maximum volume of oxygen, and mitochondrial biosynthesis. These effects should not be underestimated, in any case you must work hard with the weights to maintain the muscle mass gained during the bulking phase.</p>
<p>&nbsp;</p>
<h3>Break: The Great Forgotten</h3>
<p>&nbsp;</p>
<p>In the definition stage, a calorie deficit occurs. This increases the chance of getting tired sooner.</p>
<p>&nbsp;</p>
<p>If lack of calories is a prerequisite for fat loss, what else do I need to do? Simple, you have to prioritize rest.</p>
<p>&nbsp;</p>
<p>At this stage, it&#8217;s perfectly normal to feel tired and need more sleep. In that case, you should take a break and set aside a weekend day to relax or get more sleep. Try to go to bed a little earlier on weekdays…</p>
<p>&nbsp;</p>
<p>Poor rest can result in increased caloric intake throughout the day, as well as poor performance, as our body is literally telling the brain that it hasn&#8217;t recovered and is looking for other ways to get energy.</p>
<p>&nbsp;</p>
<p><span class=""><img class="aligncenter" src="https://fitenium.com/wp-content/uploads/2020/09/BuTyBOOo2tc.jpg"> </span></p>
<p style="text-align: center;">Published on Unplash by Minh Ngoc</p>
<p>&nbsp;</p>
<p>Another important point is to take advantage of sleep time, since the quality of sleep over the quantity is a relevant factor.</p>
<p>&nbsp;</p>
<p>In this case, you can resort to sleep improvement strategies such as avoiding light sources in the room, following a regular sleep schedule, and keeping the room cool and quiet.</p>
<p>&nbsp;</p>
<p>The last ally that you can use to improve sleep is melatonin. Melatonin, found in supplement form, can significantly improve sleep quality and increase sleep time.</p>
<p>&nbsp;</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>If you are a beginner, start by choosing your training routine</title>
		<link>https://fitenium.com/en/if-you-are-a-beginner-start-by-choosing-your-training-routine/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=if-you-are-a-beginner-start-by-choosing-your-training-routine</link>
		
		<dc:creator><![CDATA[Pedro Lopez]]></dc:creator>
		<pubDate>Thu, 27 Jul 2023 10:43:54 +0000</pubDate>
				<category><![CDATA[routines]]></category>
		<category><![CDATA[Training]]></category>
		<category><![CDATA[definition]]></category>
		<category><![CDATA[repetitions]]></category>
		<category><![CDATA[volume]]></category>
		<category><![CDATA[workout]]></category>
		<guid isPermaLink="false">https://fitenium.com/if-you-are-a-beginner-start-by-choosing-your-training-routine/</guid>

					<description><![CDATA[&#160; If you don&#8217;t already know Fitenium is a free, mobile, video-based social network for athletes who train strength or bodyweight exercises. At Fitenium users can follow their performance, compete and get discounts in nutrition and sports equipment stores. Download...]]></description>
										<content:encoded><![CDATA[<p>&nbsp;</p>
<p><em>If you don&#8217;t already know Fitenium is a free, mobile, video-based social network for athletes who train strength or bodyweight exercises. At Fitenium users can follow their performance, compete and get discounts in nutrition and sports equipment stores. <a href="https://play.google.com/store/apps/details?id=com.fiteniummobile">Download it here.</a></em></p>
<p>&nbsp;</p>
<p>Choosing the first routine when you arrive at the gym or when you start training is not easy, but it can impact your future performance and will save you from losing a lot of time, fatigue and even motivation. It is the most important decision when you start.</p>
<p>&nbsp;</p>
<p>Next, we will try to shed some light on the most basic question when we first go to the gym: what routine should we do? Do you want to define or create a volume? Do you need to change your routine?</p>
<p>&nbsp;</p>
<p>What should you do if you are new to the gym?</p>
<p>The short and quick answer is that if you are new to the gym, the first training program you should do is a basic conditioning program to work and prepare muscles and joints. This general conditioning training program should be basic to the whole body and last 10-12 weeks. After this, you need to weigh the different training programs out there and decide which direction to take.</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
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" alt="Published on Unplash by Alora Griffiths"></p>
<p>Published on Unplash by Alora Griffiths</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<h3>strength routine</h3>
<p>&nbsp;</p>
<p>The strength routine is based on moving heavy weights and performing several iterations for each set. As a rule, we will work with a load of 75% to 90% of 1 RM (maximum repetition), so we will describe a series made up of 3 to 6 repetitions.</p>
<p>&nbsp;</p>
<h3>hypertrophy routine</h3>
<p>&nbsp;</p>
<p>The hypertrophy routine is a routine used to increase muscle mass and consists of 6-12 repetitions, so the weight used is significantly higher than that used in the strength routine. In this case, the load will be in the range of 60-70% of 1RM.</p>
<p>&nbsp;</p>
<h3>definition routine</h3>
<p>&nbsp;</p>
<p>In general, the definition routine has more repetitions than a normal routine. In this case, series of 12 to 15 repetitions, even reaching 18 repetitions per series.</p>
<p>&nbsp;</p>
<p>As these are series of high repetitions, we must proportionally reduce the weight moved, so in this case the loads will oscillate between 40-60% of our 1RM.</p>
<p>&nbsp;</p>
<h3>Volume or definition?</h3>
<p>&nbsp;</p>
<p>If you&#8217;re new to the gym, the usual answer is none. If you&#8217;re starting your gym workout for the first time, or if you&#8217;re starting to train after an extended period of time, it&#8217;s a good idea to get into a general conditioning routine. This is usually an adaptation period of at least 8 weeks (2 months). After this period, it&#8217;s time to check your form and future goals, so ask yourself when you get there.</p>
<p>&nbsp;</p>
<p><img 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" alt="Published on Unplash by Krists Šidlovskis"></p>
<p>Published on Unplash by Krists Šidlovskis</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>At the end of this adaptation period, which is mandatory for beginners, unless you are overweight or obese where you need to continue losing weight, start with a volume phase to gain muscle mass. Otherwise you can destroy muscle mass in the definition phase and not achieve optimal results.</p>
<p>&nbsp;</p>
<p>However, it should be noted that the diet is more important than the routine to follow. Without a proper diet, it is impossible for our routine to work. In addition, energy is lost if it does not receive the adequate quantity and quality of nutrients, we will not achieve our objectives either.</p>
<p>&nbsp;</p>
<h3>Volume phase: routine + diet</h3>
<p>&nbsp;</p>
<p>As we have previously commented, for a volume phase, our routine will be made up of series of between six and twelve repetitions (around 60-75% of our 1RM the weight used).</p>
<p>&nbsp;</p>
<p>For the volume phase to work, it is necessary to adjust the food and follow a high-calorie diet. Care should be taken not to increase calories too much, especially in those cases that accumulate excess fat. Therefore, it is recommended that the increase in the amount of calories consumed by our diet be 10-15%.</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p><img 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" alt="Published on Unplash by Joe Ciciarelli"></p>
<p>Published on Unplash by Joe Ciciarelli</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<h3>Definition phase: routine + diet</h3>
<p>&nbsp;</p>
<p>You have now finished the volume phase and want to run the definition phase. How can you do it correctly?</p>
<p>&nbsp;</p>
<p>The first step is to adjust your diet. As with the bulking phase, caloric intake must be coordinated with training. In this case, the same, but in reverse, that is, a hypocaloric diet. To do this, you need to reduce your calorie intake by no more than 10-15%. Otherwise, you will lose a significant amount of energy and your routine will not work properly.</p>
<p>&nbsp;</p>
<p>And for the routines, as we&#8217;ve seen before, these are routines that have a higher number of repetitions than volume routines. For this type of routine, the series consists of 12 to 15 repetitions. The definition routine uses 40-60% by weight of 1RM.</p>
<p>&nbsp;</p>
<h3>Do you need to change your training routine frequently?</h3>
<p>&nbsp;</p>
<p>This is a question whose answer is a bit complicated. First of all you tell yourself that you don&#8217;t have to change your routine as usual, because if you do, your body never adapts to the stimulus of doing the routine.</p>
<p>&nbsp;</p>
<p>When you start a routine, your body receives external stimuli and tries to adapt to them. This phase of adaptation to the routine usually lasts from 6 to 12 weeks (that is, from a month and a half to three months).</p>
<p>&nbsp;</p>
<p>As with most people, if we make routine changes every eight weeks or less, we don&#8217;t have enough time for our bodies to adjust to the stimuli they receive from our daily lives. Therefore, it is likely that if we change the routine before 8 weeks, the routine will not have an effect. However, that doesn&#8217;t mean you always have to change your routine after that time.</p>
<p>&nbsp;</p>
<p>From time to time, simply changing training sessions can give amazing results: higher reps and reduced sets, changes in training intensity, changes in running angle or grip type for a particular exercise… As you experiment, You don&#8217;t have to change the whole routine.</p>
<p>&nbsp;</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Train with FITENIUM app! &#8211; Definition Routine</title>
		<link>https://fitenium.com/en/train-with-fitenium-app-definition-routine/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=train-with-fitenium-app-definition-routine</link>
		
		<dc:creator><![CDATA[Borja Zurita]]></dc:creator>
		<pubDate>Tue, 25 Jul 2023 15:55:54 +0000</pubDate>
				<category><![CDATA[routines]]></category>
		<category><![CDATA[definition]]></category>
		<category><![CDATA[dumbbells]]></category>
		<category><![CDATA[gym]]></category>
		<category><![CDATA[workout]]></category>
		<guid isPermaLink="false">https://fitenium.com/train-with-fitenium-app-definition-routine/</guid>

					<description><![CDATA[Train with FITENIUM app! &#8211; Routine definition This definition routine is suitable when you are in a late definition phase, when we cannot tolerate a lot of workload and it is interesting to include a little cardiovascular work to maintain...]]></description>
										<content:encoded><![CDATA[<h2>Train with FITENIUM app! &#8211; Routine definition</h2>
<p>This definition routine is suitable when you are in a late definition phase, when we cannot tolerate a lot of workload and it is interesting to include a little cardiovascular work to maintain a caloric deficit and continue progressing.</p>
<p>To do this, this muscle definition routine is divided into three blocks. The first is a superset with a basic exercise and its antagonist, to then do two blocks in a triset. In this way we managed to train quickly and gain some time to do cardio.</p>
<p><img class="aligncenter wp-image-32746 size-large" src="https://fitenium.com/wp-content/uploads/2021/05/How-To-Build-A-Lean-Chiselled-Physique-This-Summer-1024x535.jpg" alt="Definition Routine" width="1024" height="535">At this point, most likely you will not be able to progress in loads so focus on maintaining strength and you will have the next phase of volume (in which we hope you do not fall for <a href="https://fitenium.com/grandes-mitos-sobre-ganar-masa-muscular-no-respaldados-por-la-ciencia/">these myths</a>)</p>
<h2>Guidelines:</h2>
<h3>1. Weekly Division of the Routine:</h3>
<p>Monday: Torso<br />
Tuesday: Leg<br />
Wednesday: Active Rest<br />
Thursday: Torso<br />
Friday: Legs</p>
<p>Although in general this gym definition routine is designed to go to the gym four days, if for some reason you can only go three days a week, you can do four days of this routine and start the following week with the training that was missing.</p>
<p>What is <strong>active rest?</strong> It consists of resting from our PHAT powerbuilding routine, but continuing to be active by doing some moderate activity with a moderate pace and duration. Examples of active rest: yoga or stretching session, 45-60 minute walk, foam roller routine, riding a bike&#8230; there are options for all tastes.</p>
<h3>2. Rest between sets:</h3>
<p>This routine has a great weight of multi-joint exercises to lower repetitions, so in order to maintain performance you have to have <strong>long rests</strong> between series. The rests are variable according to our sensations or you are afraid to rest 4 minutes if you feel fatigued before your last series of Deadlift, but if you feel fresh go for the next concentrated series.</p>
<h3>3. Effort:</h3>
<p>Given the predominance of multi-joint exercises, we do not recommend training <strong>near failure</strong> if we want to maintain performance and technique throughout our sets. As a general rule in compound exercises we recommend training with a weight that allows us to do 2 or 3 more repetitions. In the more analytical exercises we recommend training with a weight that allows us to do 1 or 2 more repetitions.</p>
<p>If we are beginners we can apply a linear weight progression and almost every week we will be able to lift more weight than the previous one, but if we are already intermediate we recommend other types of more complex progressions that we will talk about later.</p>
<h3>4. Warm up and stretch:</h3>
<p>The warm-up will be the same every day for our muscle definition routine, it is VERY IMPORTANT never to skip the <strong>warm-up and stretching before</strong> doing the dumbbell exercises at home if we want to continue progressing without injuries.</p>
<table class="table-blog" style="width: 80%; height: 250px;">
<tbody>
<tr>
<td style="width: 36.6224%;" width="189"><strong>Exercise</strong></td>
<td style="width: 18.9753%;" width="96"><strong>Sets</strong></td>
<td style="width: 20.1139%;" width="103"><strong>repetitions</strong></td>
<td style="width: 37.5712%;" width="113"><strong>Grades</strong></td>
</tr>
<tr>
<td style="width: 36.6224%;" width="189">Low Intensity Cardio</td>
<td style="width: 18.9753%;" width="96">1</td>
<td style="width: 20.1139%;" width="103">5-10 min</td>
<td style="width: 37.5712%;" width="113">100-135 PPM</td>
</tr>
<tr>
<td style="width: 36.6224%;" width="189">Front leg swing</td>
<td style="width: 18.9753%;" width="96">2</td>
<td style="width: 20.1139%;" width="103">12</td>
<td style="width: 37.5712%;" width="113"><a href="https://www.youtube.com/watch?v=bKmwVSh0m-E">watch video</a></td>
</tr>
<tr>
<td style="width: 36.6224%;" width="189">Side leg swing</td>
<td style="width: 18.9753%;" width="96">2</td>
<td style="width: 20.1139%;" width="103">12</td>
<td style="width: 37.5712%;" width="113"><a href="https://www.youtube.com/watch?v=H8RrfDOLiZU">watch video</a></td>
</tr>
<tr>
<td style="width: 36.6224%;" width="189">activate gluteus</td>
<td style="width: 18.9753%;" width="96">2</td>
<td style="width: 20.1139%;" width="103">15 cover</td>
<td style="width: 37.5712%;" width="113"><a href="https://www.youtube.com/watch?v=dmmX4JWbNFQ">watch video</a></td>
</tr>
<tr>
<td style="width: 36.6224%;" width="189">Trapeze Raise</td>
<td style="width: 18.9753%;" width="96">2</td>
<td style="width: 20.1139%;" width="103">12</td>
<td style="width: 37.5712%;" width="113"><a href="https://www.youtube.com/watch?v=Lxy6W4-7gcg">Watch Video</a></td>
</tr>
<tr>
<td style="width: 36.6224%;" width="189">Elbow Internal Rotation</td>
<td style="width: 18.9753%;" width="96">2</td>
<td style="width: 20.1139%;" width="103">12</td>
<td style="width: 37.5712%;" width="113"><a href="https://www.youtube.com/watch?v=_lU8A9UR4s8">Watch Video</a></td>
</tr>
<tr>
<td style="width: 36.6224%;" width="189">External Rotation Elbow</td>
<td style="width: 18.9753%;" width="96">1</td>
<td style="width: 20.1139%;" width="103">12</td>
<td style="width: 37.5712%;" width="113"><a href="https://www.youtube.com/watch?v=_lU8A9UR4s8">Watch Video</a></td>
</tr>
</tbody>
</table>
<h3>5. When should I change the definition routine?</h3>
<p>Many people wonder how long we can do this gym definition routine and continue to get results, the answer is simple until you finish your definition! If you like training this way, it fits your lifestyle and you keep making progress, there is no reason to change this routine for another. If our goals change or we want another distribution of days, we can opt for another type of routine such as the <a href="https://fitenium.com/rutina-superseries-4-dias/">super series routine</a> or a <a href="https://fitenium.com/rutina-con-mancuernas-en-casa/">dumbbell routine if you train at home.</a></p>
<p>Our recommendation is that if you are a beginner, stick with this gym definition routine for the duration of the final phase of your definition.</p>
<h3>6. And the diet?</h3>
<p>To make truly significant progress in the gym, diet is just as important as training if not more. <strong>Avoid processed foods</strong>, eat a reasonable amount of protein for your weight and training level, and calculate a caloric deficit to accompany your cutting routine. With this cutting routine we only reduce the volume a bit to cram in a little more cardio and expend some extra calories, but if you don&#8217;t have a <a href="https://fitenium.com/como-perder-grasa-2019/">fat loss diet</a> to go along with it you won&#8217;t get results.</p>
<h2>The Definition Routine</h2>
<h4>Day 1: Torso</h4>
<table class="table-blog" style="width: 80%; height: 225px;">
<tbody>
<tr style="height: 24px;">
<td style="width: 41.1565%; height: 24px;" width="236"><strong>Exercise</strong></td>
<td style="width: 17.517%; height: 24px;" width="96"><strong>Sets</strong></td>
<td style="width: 18.7075%; height: 24px;" width="103"><strong>repetitions</strong></td>
<td style="width: 20.4082%; height: 24px;" width="113"><strong>Rest</strong></td>
</tr>
<tr style="height: 24px;">
<td style="width: 41.1565%; height: 24px;" width="236">SS1 Weighted Pull Ups</td>
<td style="width: 17.517%; height: 24px;" width="96">3</td>
<td style="width: 18.7075%; height: 24px;" width="103">5-5-5-5</td>
<td style="width: 20.4082%; height: 24px;" width="113">0 blanket</td>
</tr>
<tr style="height: 24px;">
<td style="width: 41.1565%; height: 24px;" width="236">SS1 Press Militar</td>
<td style="width: 17.517%; height: 24px;" width="96">3</td>
<td style="width: 18.7075%; height: 24px;" width="103">8-8-8</td>
<td style="width: 20.4082%; height: 24px;" width="113">120 sec</td>
</tr>
<tr style="height: 24px;">
<td style="width: 41.1565%; height: 24px;" width="236">SS2 Incline Dumbbell Press</td>
<td style="width: 17.517%; height: 24px;" width="96">3</td>
<td style="width: 18.7075%; height: 24px;" width="103">8-8-8</td>
<td style="width: 20.4082%; height: 24px;" width="113">0 blanket</td>
</tr>
<tr style="height: 24px;">
<td style="width: 41.1565%; height: 24px;" width="236">SS2 T-Bar Row</td>
<td style="width: 17.517%; height: 24px;" width="96">3</td>
<td style="width: 18.7075%; height: 24px;" width="103">12-12-12</td>
<td style="width: 20.4082%; height: 24px;" width="113">0 sec</td>
</tr>
<tr style="height: 24px;">
<td style="width: 41.1565%; height: 24px;" width="236">SS2 Lateral Raises</td>
<td style="width: 17.517%; height: 24px;" width="96">3</td>
<td style="width: 18.7075%; height: 24px;" width="103">15-15-15</td>
<td style="width: 20.4082%; height: 24px;" width="113">90 blanket</td>
</tr>
<tr style="height: 24px;">
<td style="width: 41.1565%; height: 24px;" width="236">SS3 Hammer Curl Pulley</td>
<td style="width: 17.517%; height: 24px;" width="96">3</td>
<td style="width: 18.7075%; height: 24px;" width="103">12-12-12-12</td>
<td style="width: 20.4082%; height: 24px;" width="113">0 blanket</td>
</tr>
<tr style="height: 24px;">
<td style="width: 41.1565%; height: 24px;" width="236">SS3 Cable Triceps Extension</td>
<td style="width: 17.517%; height: 24px;" width="96">3</td>
<td style="width: 18.7075%; height: 24px;" width="103">12-12-12-12</td>
<td style="width: 20.4082%; height: 24px;" width="113">0 blanket</td>
</tr>
<tr style="height: 24px;">
<td style="width: 41.1565%; height: 24px;" width="236">SS3 Facepull</td>
<td style="width: 17.517%; height: 24px;" width="96">3</td>
<td style="width: 18.7075%; height: 24px;" width="103">12-12-12-12</td>
<td style="width: 20.4082%; height: 24px;" width="113">60 cover</td>
</tr>
<tr style="height: 24px;">
<td style="width: 41.1565%; height: 24px;" width="236">Interval Cardio</td>
<td style="width: 17.517%; height: 24px;" width="96">5</td>
<td style="width: 18.7075%; height: 24px;" width="103">90s-90s-90s-90s-90s</td>
<td style="width: 20.4082%; height: 24px;" width="113">15 cover</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<h4>Day 2: Leg</h4>
<table class="table-blog" style="width: 80%; height: 225px;">
<tbody>
<tr>
<td style="width: 42.2573%;" width="236"><strong>Exercise</strong></td>
<td style="width: 15.8413%;" width="96"><strong>Sets</strong></td>
<td style="width: 19.1901%;" width="103"><strong>repetitions</strong></td>
<td style="width: 20.5986%;" width="113"><strong>Rest</strong></td>
</tr>
<tr>
<td style="width: 42.2573%;" width="236">SS1 Barbell Squat</td>
<td style="width: 15.8413%;" width="96">3</td>
<td style="width: 19.1901%;" width="103">5-5-5</td>
<td style="width: 20.5986%;" width="113">0 sec</td>
</tr>
<tr>
<td style="width: 42.2573%;" width="236">SS1 Romanian Deadlift</td>
<td style="width: 15.8413%;" width="96">3</td>
<td style="width: 19.1901%;" width="103">8-8-8</td>
<td style="width: 20.5986%;" width="113">120 sec</td>
</tr>
<tr>
<td style="width: 42.2573%;" width="236">SS2 Incline Press</td>
<td style="width: 15.8413%;" width="96">3</td>
<td style="width: 19.1901%;" width="103">10-10-10</td>
<td style="width: 20.5986%;" width="113">0 sec</td>
</tr>
<tr>
<td style="width: 42.2573%;" width="236">SS2 Twin Extension in Press</td>
<td style="width: 15.8413%;" width="96">3</td>
<td style="width: 19.1901%;" width="103">12-12-12</td>
<td style="width: 20.5986%;" width="113">0 sec</td>
</tr>
<tr>
<td style="width: 42.2573%;" width="236">SS3 Pulley Crunch</td>
<td style="width: 15.8413%;" width="96">3</td>
<td style="width: 19.1901%;" width="103">15-15-15</td>
<td style="width: 20.5986%;" width="113">90 sec</td>
</tr>
<tr>
<td style="width: 42.2573%;" width="236">SS3 Quadriceps Extension</td>
<td style="width: 15.8413%;" width="96">3</td>
<td style="width: 19.1901%;" width="103">10-10-10</td>
<td style="width: 20.5986%;" width="113">0 sec</td>
</tr>
<tr>
<td style="width: 42.2573%;" width="236">SS3 Pulley Hip Thrust</td>
<td style="width: 15.8413%;" width="96">3</td>
<td style="width: 19.1901%;" width="103">12-12-12</td>
<td style="width: 20.5986%;" width="113">0 sec</td>
</tr>
<tr>
<td style="width: 42.2573%;" width="236">SS3 Abdominal Roller</td>
<td style="width: 15.8413%;" width="96">3</td>
<td style="width: 19.1901%;" width="103">15-15-15</td>
<td style="width: 20.5986%;" width="113">60 sec</td>
</tr>
<tr>
<td style="width: 42.2573%;" width="236">Incline Treadmill Cardio</td>
<td style="width: 15.8413%;" width="96">1</td>
<td style="width: 19.1901%;" width="103">10 minutes</td>
<td style="width: 20.5986%;" width="113">60 sec</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<h4>Day 3: torso</h4>
<table class="table-blog" style="width: 80%; height: 225px;">
<tbody>
<tr style="height: 25px;">
<td style="width: 44.2334%; height: 25px;" width="236"><strong>Exercise</strong></td>
<td style="width: 14.4401%; height: 25px;" width="96"><strong>Sets</strong></td>
<td style="width: 18.7075%; height: 25px;" width="103"><strong>repetitions</strong></td>
<td style="width: 20.4082%; height: 25px;" width="113"><strong>Rest</strong></td>
</tr>
<tr style="height: 25px;">
<td style="width: 44.2334%; height: 25px;" width="236">SS1 Press Bank with Bar</td>
<td style="width: 14.4401%; height: 25px;" width="96">3</td>
<td style="width: 18.7075%; height: 25px;" width="103">5-5-5</td>
<td style="width: 20.4082%; height: 25px;" width="113">0 sec</td>
</tr>
<tr style="height: 25px;">
<td style="width: 44.2334%; height: 25px;" width="236">SS1 Oar with Bar</td>
<td style="width: 14.4401%; height: 25px;" width="96">3</td>
<td style="width: 18.7075%; height: 25px;" width="103">8-8-8</td>
<td style="width: 20.4082%; height: 25px;" width="113">120 sec</td>
</tr>
<tr style="height: 25px;">
<td style="width: 44.2334%; height: 25px;" width="236">SS2 Close Grip Pulley Pulldown</td>
<td style="width: 14.4401%; height: 25px;" width="96">3</td>
<td style="width: 18.7075%; height: 25px;" width="103">8-8-8</td>
<td style="width: 20.4082%; height: 25px;" width="113">0 sec</td>
</tr>
<tr>
<td style="width: 44.2334%;" width="236">SS2 Dumbbell Military Press</td>
<td style="width: 14.4401%;" width="96">3</td>
<td style="width: 18.7075%;" width="103">8-8-8-8</td>
<td style="width: 20.4082%;" width="113">0 sec</td>
</tr>
<tr>
<td style="width: 44.2334%;" width="236">SS2 Dumbbell Fly</td>
<td style="width: 14.4401%;" width="96">3</td>
<td style="width: 18.7075%;" width="103">12-12-12</td>
<td style="width: 20.4082%;" width="113">90 sec</td>
</tr>
<tr>
<td style="width: 44.2334%;" width="236">SS3 Birds with Contractor Machine</td>
<td style="width: 14.4401%;" width="96">3</td>
<td style="width: 18.7075%;" width="103">12-12-12</td>
<td style="width: 20.4082%;" width="113">0 sec</td>
</tr>
<tr>
<td style="width: 44.2334%;" width="236">SS3 Bicep Curl on Polea</td>
<td style="width: 14.4401%;" width="96">3</td>
<td style="width: 18.7075%;" width="103">10-10-10</td>
<td style="width: 20.4082%;" width="113">0 sec</td>
</tr>
<tr>
<td style="width: 44.2334%;" width="236">SS3 Cable French Press</td>
<td style="width: 14.4401%;" width="96">3</td>
<td style="width: 18.7075%;" width="103">10-10-10</td>
<td style="width: 20.4082%;" width="113">60 sec</td>
</tr>
<tr>
<td style="width: 44.2334%;" width="236">Interval Cardio</td>
<td style="width: 14.4401%;" width="96">5</td>
<td style="width: 18.7075%;" width="103">90s-90s-90s-90s-90s</td>
<td style="width: 20.4082%;" width="113">15 cover</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<h4>day 4: Leg</h4>
<table class="table-blog" style="width: 80%; height: 225px;">
<tbody>
<tr style="height: 25px;">
<td style="width: 44.4445%; height: 25px;" width="236"><strong>Exercise</strong></td>
<td style="width: 14.3589%; height: 25px;" width="96"><strong>Sets</strong></td>
<td style="width: 18.8034%; height: 25px;" width="103"><strong>repetitions</strong></td>
<td style="width: 20.5128%; height: 25px;" width="113"><strong>Rest</strong></td>
</tr>
<tr style="height: 25px;">
<td style="width: 44.4445%; height: 25px;" width="236">SS1 Barbell Deadlift</td>
<td style="width: 14.3589%; height: 25px;" width="96">3</td>
<td style="width: 18.8034%; height: 25px;" width="103">5-5-5</td>
<td style="width: 20.5128%; height: 25px;" width="113">0 blanket</td>
</tr>
<tr style="height: 25px;">
<td style="width: 44.4445%; height: 25px;" width="236">SS1 Front Squat in Multipower</td>
<td style="width: 14.3589%; height: 25px;" width="96">3</td>
<td style="width: 18.8034%; height: 25px;" width="103">8-8-8</td>
<td style="width: 20.5128%; height: 25px;" width="113">120 blanket</td>
</tr>
<tr style="height: 25px;">
<td style="width: 44.4445%; height: 25px;" width="236">SS2 Hip Thrust</td>
<td style="width: 14.3589%; height: 25px;" width="96">3</td>
<td style="width: 18.8034%; height: 25px;" width="103">8-8-8</td>
<td style="width: 20.5128%; height: 25px;" width="113">0 sec</td>
</tr>
<tr style="height: 25px;">
<td style="width: 44.4445%; height: 25px;" width="236">SS2 Quadriceps Extension</td>
<td style="width: 14.3589%; height: 25px;" width="96">3</td>
<td style="width: 18.8034%; height: 25px;" width="103">10-10-10-10</td>
<td style="width: 20.5128%; height: 25px;" width="113">90 blanket</td>
</tr>
<tr style="height: 25px;">
<td style="width: 44.4445%; height: 25px;" width="236">SS2 Pulley Crunch</td>
<td style="width: 14.3589%; height: 25px;" width="96">3</td>
<td style="width: 18.8034%; height: 25px;" width="103">10-10-10-10</td>
<td style="width: 20.5128%; height: 25px;" width="113">0 sec</td>
</tr>
<tr style="height: 25px;">
<td style="width: 44.4445%; height: 25px;" width="236">SS3 Hip Adduction</td>
<td style="width: 14.3589%; height: 25px;" width="96">3</td>
<td style="width: 18.8034%; height: 25px;" width="103">8-8-8</td>
<td style="width: 20.5128%; height: 25px;" width="113">60 cover</td>
</tr>
<tr style="height: 25px;">
<td style="width: 44.4445%; height: 25px;" width="236">SS3 Good morning with Barra</td>
<td style="width: 14.3589%; height: 25px;" width="96">3</td>
<td style="width: 18.8034%; height: 25px;" width="103">12-12-12</td>
<td style="width: 20.5128%; height: 25px;" width="113">60 cover</td>
</tr>
<tr style="height: 25px;">
<td style="width: 44.4445%; height: 25px;" width="236">SS3 Abdominal Roller</td>
<td style="width: 14.3589%; height: 25px;" width="96">3</td>
<td style="width: 18.8034%; height: 25px;" width="103">15-15-15</td>
<td style="width: 20.5128%; height: 25px;" width="113">60 cover</td>
</tr>
<tr>
<td style="width: 44.4445%;" width="236">Incline Treadmill Cardio</td>
<td style="width: 14.3589%;" width="96">1</td>
<td style="width: 18.8034%;" width="103">10 minutes</td>
<td style="width: 20.5128%;" width="113">60 sec</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<p>With our definition gym routine and the complementary information you can now get the most out of the muscle definition phase. Don&#8217;t forget to record your progress and upload it to <a href="https://fitenium.page.link/web">Fitenium</a>!</p>
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